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We introduce algorithms for lattice basis reduction that are improvements of the famous L3-algorithm. If a random L3-reduced lattice basis b1,b2,...,bn is given such that the vector of reduced Gram-Schmidt coefficients ({µi,j} 1<= j< i<= n) is uniformly distributed in [0,1)n(n-1)/2, then the pruned enumeration finds with positive probability a shortest lattice vector. We demonstrate the power of these algorithms by solving random subset sum problems of arbitrary density with 74 and 82 many weights, by breaking the Chor-Rivest cryptoscheme in dimensions 103 and 151 and by breaking Damgard's hash function.
We call a vector x/spl isin/R/sup n/ highly regular if it satisfies =0 for some short, non-zero integer vector m where <...> is the inner product. We present an algorithm which given x/spl isin/R/sup n/ and /spl alpha//spl isin/N finds a highly regular nearby point x' and a short integer relation m for x'. The nearby point x' is 'good' in the sense that no short relation m~ of length less than /spl alpha//2 exists for points x~ within half the x'-distance from x. The integer relation m for x' is for random x up to an average factor 2/sup /spl alpha//2/ a shortest integer relation for x'. Our algorithm uses, for arbitrary real input x, at most O(n/sup 4/(n+log A)) many arithmetical operations on real numbers. If a is rational the algorithm operates on integers having at most O(n/sup 5/+n/sup 3/(log /spl alpha/)/sup 2/+log(/spl par/qx/spl par//sup 2/)) many bits where q is the common denominator for x.
We study the following problem: given x element Rn either find a short integer relation m element Zn, so that =0 holds for the inner product <.,.>, or prove that no short integer relation exists for x. Hastad, Just Lagarias and Schnorr (1989) give a polynomial time algorithm for the problem. We present a stable variation of the HJLS--algorithm that preserves lower bounds on lambda(x) for infinitesimal changes of x. Given x \in {\RR}^n and \alpha \in \NN this algorithm finds a nearby point x' and a short integer relation m for x'. The nearby point x' is 'good' in the sense that no very short relation exists for points \bar{x} within half the x'--distance from x. On the other hand if x'=x then m is, up to a factor 2^{n/2}, a shortest integer relation for \mbox{x.} Our algorithm uses, for arbitrary real input x, at most \mbox{O(n^4(n+\log \alpha))} many arithmetical operations on real numbers. If x is rational the algorithm operates on integers having at most \mbox{O(n^5+n^3 (\log \alpha)^2 + \log (\|q x\|^2))} many bits where q is the common denominator for x.
Black box cryptanalysis applies to hash algorithms consisting of many small boxes, connected by a known graph structure, so that the boxes can be evaluated forward and backwards by given oracles. We study attacks that work for any choice of the black boxes, i.e. we scrutinize the given graph structure. For example we analyze the graph of the fast Fourier transform (FFT). We present optimal black box inversions of FFT-compression functions and black box constructions of collisions. This determines the minimal depth of FFT-compression networks for collision-resistant hashing. We propose the concept of multipermutation, which is a pair of orthogonal latin squares, as a new cryptographic primitive that generalizes the boxes of the FFT. Our examples of multipermutations are based on the operations circular rotation, bitwise xor, addition and multiplication.
Parallel FFT-hashing
(1994)
We propose two families of scalable hash functions for collision resistant hashing that are highly parallel and based on the generalized fast Fourier transform (FFT). FFT hashing is based on multipermutations. This is a basic cryptographic primitive for perfect generation of diffusion and confusion which generalizes the boxes of the classic FFT. The slower FFT hash functions iterate a compression function. For the faster FFT hash functions all rounds are alike with the same number of message words entering each round.
We report on improved practical algorithms for lattice basis reduction. We propose a practical floating point version of theL3-algorithm of Lenstra, Lenstra, Lovász (1982). We present a variant of theL3-algorithm with "deep insertions" and a practical algorithm for block Korkin—Zolotarev reduction, a concept introduced by Schnorr (1987). Empirical tests show that the strongest of these algorithms solves almost all subset sum problems with up to 66 random weights of arbitrary bit length within at most a few hours on a UNISYS 6000/70 or within a couple of minutes on a SPARC1 + computer.
We call a distribution on n bit strings (", e) locally random, if for every choice of e · n positions the induced distribution on e bit strings is in the L1 norm at most " away from the uniform distribution on e bit strings. We establish local randomness in polynomial random number generators (RNG) that are candidate one way functions. Let N be a squarefree integer and let f1, . . . , f be polynomials with coe±- cients in ZZN = ZZ/NZZ. We study the RNG that stretches a random x 2 ZZN into the sequence of least significant bits of f1(x), . . . , f(x). We show that this RNG provides local randomness if for every prime divisor p of N the polynomials f1, . . . , f are linearly independent modulo the subspace of polynomials of degree · 1 in ZZp[x]. We also establish local randomness in polynomial random function generators. This yields candidates for cryptographic hash functions. The concept of local randomness in families of functions extends the concept of universal families of hash functions by Carter and Wegman (1979). The proofs of our results rely on upper bounds for exponential sums.
We propose two improvements to the Fiat Shamir authentication and signature scheme. We reduce the communication of the Fiat Shamir authentication scheme to a single round while preserving the e±ciency of the scheme. This also reduces the length of Fiat Shamir signatures. Using secret keys consisting of small integers we reduce the time for signature generation by a factor 3 to 4. We propose a variation of our scheme using class groups that may be secure even if factoring large integers becomes easy.
We introduce novel security proofs that use combinatorial counting arguments rather than reductions to the discrete logarithm or to the Diffie-Hellman problem. Our security results are sharp and clean with no polynomial reduction times involved. We consider a combination of the random oracle model and the generic model. This corresponds to assuming an ideal hash function H given by an oracle and an ideal group of prime order q, where the binary encoding of the group elements is useless for cryptographic attacks In this model, we first show that Schnorr signatures are secure against the one-more signature forgery : A generic adversary performing t generic steps including l sequential interactions with the signer cannot produce l+1 signatures with a better probability than (t 2)/q. We also characterize the different power of sequential and of parallel attacks. Secondly, we prove signed ElGamal encryption is secure against the adaptive chosen ciphertext attack, in which an attacker can arbitrarily use a decryption oracle except for the challenge ciphertext. Moreover, signed ElGamal encryption is secure against the one-more decryption attack: A generic adversary performing t generic steps including l interactions with the decryption oracle cannot distinguish the plaintexts of l + 1 ciphertexts from random strings with a probability exceeding (t 2)/q.
Assuming a cryptographically strong cyclic group G of prime order q and a random hash function H, we show that ElGamal encryption with an added Schnorr signature is secure against the adaptive chosen ciphertext attack, in which an attacker can freely use a decryption oracle except for the target ciphertext. We also prove security against the novel one-more-decyption attack. Our security proofs are in a new model, corresponding to a combination of two previously introduced models, the Random Oracle model and the Generic model. The security extends to the distributed threshold version of the scheme. Moreover, we propose a very practical scheme for private information retrieval that is based on blind decryption of ElGamal ciphertexts.
Let b1, . . . , bm 2 IRn be an arbitrary basis of lattice L that is a block Korkin Zolotarev basis with block size ¯ and let ¸i(L) denote the successive minima of lattice L. We prove that for i = 1, . . . ,m 4 i + 3 ° 2 i 1 ¯ 1 ¯ · kbik2/¸i(L)2 · ° 2m i ¯ 1 ¯ i + 3 4 where °¯ is the Hermite constant. For ¯ = 3 we establish the optimal upper bound kb1k2/¸1(L)2 · µ3 2¶m 1 2 1 and we present block Korkin Zolotarev lattice bases for which this bound is tight. We improve the Nearest Plane Algorithm of Babai (1986) using block Korkin Zolotarev bases. Given a block Korkin Zolotarev basis b1, . . . , bm with block size ¯ and x 2 L(b1, . . . , bm) a lattice point v can be found in time ¯O(¯) satisfying kx vk2 · m° 2m ¯ 1 ¯ minu2L kx uk2.
With ubiquitous use of digital camera devices, especially in mobile phones, privacy is no longer threatened by governments and companies only. The new technology creates a new threat by ordinary people, who now have the means to take and distribute pictures of one’s face at no risk and little cost in any situation in public and private spaces. Fast distribution via web based photo albums, online communities and web pages expose an individual’s private life to the public in unpreceeded ways. Social and legal measures are increasingly taken to deal with this problem. In practice however, they lack efficiency, as they are hard to enforce in practice. In this paper, we discuss a supportive infrastructure aiming for the distribution channel; as soon as the picture is publicly available, the exposed individual has a chance to find it and take proper action.
Korrektur zu: C.P. Schnorr: Security of 2t-Root Identification and Signatures, Proceedings CRYPTO'96, Springer LNCS 1109, (1996), pp. 143-156 page 148, section 3, line 5 of the proof of Theorem 3. Die Korrektur wurde präsentiert als: "Factoring N via proper 2 t-Roots of 1 mod N" at Eurocrypt '97 rump session.
Let G be a finite cyclic group with generator \alpha and with an encoding so that multiplication is computable in polynomial time. We study the security of bits of the discrete log x when given \exp_{\alpha}(x), assuming that the exponentiation function \exp_{\alpha}(x) = \alpha^x is one-way. We reduce he general problem to the case that G has odd order q. If G has odd order q the security of the least-significant bits of x and of the most significant bits of the rational number \frac{x}{q} \in [0,1) follows from the work of Peralta [P85] and Long and Wigderson [LW88]. We generalize these bits and study the security of consecutive shift bits lsb(2^{-i}x mod q) for i=k+1,...,k+j. When we restrict \exp_{\alpha} to arguments x such that some sequence of j consecutive shift bits of x is constant (i.e., not depending on x) we call it a 2^{-j}-fraction of \exp_{\alpha}. For groups of odd group order q we show that every two 2^{-j}-fractions of \exp_{\alpha} are equally one-way by a polynomial time transformation: Either they are all one-way or none of them. Our key theorem shows that arbitrary j consecutive shift bits of x are simultaneously secure when given \exp_{\alpha}(x) iff the 2^{-j}-fractions of \exp_{\alpha} are one-way. In particular this applies to the j least-significant bits of x and to the j most-significant bits of \frac{x}{q} \in [0,1). For one-way \exp_{\alpha} the individual bits of x are secure when given \exp_{\alpha}(x) by the method of Hastad, N\"aslund [HN98]. For groups of even order 2^{s}q we show that the j least-significant bits of \lfloor x/2^s\rfloor, as well as the j most-significant bits of \frac{x}{q} \in [0,1), are simultaneously secure iff the 2^{-j}-fractions of \exp_{\alpha'} are one-way for \alpha' := \alpha^{2^s}. We use and extend the models of generic algorithms of Nechaev (1994) and Shoup (1997). We determine the generic complexity of inverting fractions of \exp_{\alpha} for the case that \alpha has prime order q. As a consequence, arbitrary segments of (1-\varepsilon)\lg q consecutive shift bits of random x are for constant \varepsilon >0 simultaneously secure against generic attacks. Every generic algorithm using $t$ generic steps (group operations) for distinguishing bit strings of j consecutive shift bits of x from random bit strings has at most advantage O((\lg q) j\sqrt{t} (2^j/q)^{\frac14}).
We present a novel practical algorithm that given a lattice basis b1, ..., bn finds in O(n exp 2 *(k/6) exp (k/4)) average time a shorter vector than b1 provided that b1 is (k/6) exp (n/(2k)) times longer than the length of the shortest, nonzero lattice vector. We assume that the given basis b1, ..., bn has an orthogonal basis that is typical for worst case lattice bases. The new reduction method samples short lattice vectors in high dimensional sublattices, it advances in sporadic big jumps. It decreases the approximation factor achievable in a given time by known methods to less than its fourth-th root. We further speed up the new method by the simple and the general birthday method. n2
We enhance the security of Schnorr blind signatures against the novel one-more-forgery of Schnorr [Sc01] andWagner [W02] which is possible even if the discrete logarithm is hard to compute. We show two limitations of this attack. Firstly, replacing the group G by the s-fold direct product G exp(×s) increases the work of the attack, for a given number of signer interactions, to the s-power while increasing the work of the blind signature protocol merely by a factor s. Secondly, we bound the number of additional signatures per signer interaction that can be forged effectively. That fraction of the additional forged signatures can be made arbitrarily small.
We modify the concept of LLL-reduction of lattice bases in the sense of Lenstra, Lenstra, Lovasz [LLL82] towards a faster reduction algorithm. We organize LLL-reduction in segments of the basis. Our SLLL-bases approximate the successive minima of the lattice in nearly the same way as LLL-bases. For integer lattices of dimension n given by a basis of length 2exp(O(n)), SLLL-reduction runs in O(n.exp(5+epsilon)) bit operations for every epsilon > 0, compared to O(exp(n7+epsilon)) for the original LLL and to O(exp(n6+epsilon)) for the LLL-algorithms of Schnorr (1988) and Storjohann (1996). We present an even faster algorithm for SLLL-reduction via iterated subsegments running in O(n*exp(3)*log n) arithmetic steps.
Coster, Matthijs J. ; Joux, Antoine ; LaMacchia, Brian A. ; Odlyzko, Andrew M. ; Schnorr, Claus Peter ; Stern, Jacques
The general subset sum problem is NP-complete. However, there are two algorithms, one due to Brickell and the other to Lagarias and Odlyzko, which in polynomial time solve almost all subset sum problems of sufficiently low density. Both methods rely on basis reduction algorithms to find short nonzero vectors in special lattices. The Lagarias-Odlyzko algorithm would solve almost all subset sum problems of density < 0.6463 . . . in polynomial time if it could invoke a polynomial-time algorithm for finding the shortest non-zero vector in a lattice. This paper presents two modifications of that algorithm, either one of which would solve almost all problems of density < 0.9408 . . . if it could find shortest non-zero vectors in lattices. These modifications also yield dramatic improvements in practice when they are combined with known lattice basis reduction algorithms.
We present a novel parallel one-more signature forgery against blind Okamoto-Schnorr and blind Schnorr signatures in which an attacker interacts some times with a legitimate signer and produces from these interactions signatures. Security against the new attack requires that the following ROS-problem is intractable: find an overdetermined, solvable system of linear equations modulo with random inhomogenities (right sides). There is an inherent weakness in the security result of POINTCHEVAL AND STERN. Theorem 26 [PS00] does not cover attacks with 4 parallel interactions for elliptic curves of order 2200. That would require the intractability of the ROS-problem, a plausible but novel complexity assumption. Conversely, assuming the intractability of the ROS-problem, we show that Schnorr signatures are secure in the random oracle and generic group model against the one-more signature forgery.
We present a practical algorithm that given an LLL-reduced lattice basis of dimension n, runs in time O(n3(k=6)k=4+n4) and approximates the length of the shortest, non-zero lattice vector to within a factor (k=6)n=(2k). This result is based on reasonable heuristics. Compared to previous practical algorithms the new method reduces the proven approximation factor achievable in a given time to less than its fourthth root. We also present a sieve algorithm inspired by Ajtai, Kumar, Sivakumar [AKS01].
Mit dem World Wide Web sind der Bestand und die Verfügbarkeit von Informationen rapide angewachsen. Der Einzelne hat Schwierigkeiten, der Menge an Informationen und Wissen Herr zu werden und so der Informationsüberflutung zu begegnen. Dieses Problem wurde von Forschern und Technikern bereits frühzeitig erkannt und durch verschiedene Konzepte wie die intelligente Suche und die Klassifikation von Informationen zu lösen versucht. Ein weiteres Konzept ist die Personalisierung, die das bedarfsgerechte Zuschneiden von Informationen auf die Bedürfnisse des einzelnen Anwenders zum Ziel hat. Diese Arbeit beschreibt dazu eine Reihe von Personalisierungstechniken und im Speziellen das Kollaborative Filtern als eine dieser Techniken. Bestehende Schwächen des Kollaborativen Filterns wie zu dünn besetzte Benutzerprofile und das mangelnde Erkennen von Änderungen im Benutzerinteresse im Verlauf der Zeit werden durch verschiedene Ansätze zu entschärfen versucht. Dazu wird eine Kombination mit Inhaltsbasierten Filtern und die Verbreiterung der Datenbasis bewerteter Ressourcen betrieben. Ziel ist die Optimierung der Personalisierung, so dass Anwender besser auf sie abgestimmte Informationen erhalten. Ein Teil der beschriebenen Ansätze wird zudem in einem prototypischen Informationssystem umgesetzt, um die Machbarkeit und den Nutzen zu prüfen. Dazu werden der auf der Java 2 Enterprise Edition aufbauende WebSphere Applikationsserver von IBM und die relationale Datenbank DB2 UDB aus gleichem Hause eingesetzt.
Suche im Semantic Web : Erweiterung des VRP um eine intuitive und RQL-basierte Anfrageschnittstelle
(2003)
Datenflut im World Wide Web - ein Problem jedes Internetbenutzers. Klassische Internetsuchmaschinen sind überfordert und liefern immer seltener brauchbare Resultate. Das Semantic Web verspricht Hoffnung - maßgeblich basierend auf RDF. Das Licht der Öffentlichkeit erblickt das Semantic Web vermutlich zunächst in spezialisierten Informationsportalen, so genannten Infomediaries. Besucher von Informationsportalen benötigen eine Abfragesprache, welche ebenso einfach wie eine gewöhnliche Internetsuchmaschine anzuwenden ist. Eine derartige Abfragesprache existiert für RDF zur Zeit nicht. Diese Arbeit stellt eine neuartige Abfragesprache vor, welche dieser Anforderung genügt: eRQL. Bestandteil dieser Arbeit ist der mittels Java implementierte eRQL-Prozessor eRqlEngine, welcher unter http://www.wleklinski.de/rdf/ und unter http://www.dbis.informatik.uni-frankfurt.de/~tolle/RDF/eRQL/ bezogen werden kann.
In dieser Arbeit wurde die Implementierung einer JMX-konformen Managementinfrastruktur für das Agentensystem AMETAS vorgestellt. Darauf basierend wurden im Rahmen des Fehlermanagements Kontrollmechanismen der mobilen Agenten im AMETAS untersucht und eine Lösung für die Lokalisierung von AMETAS-Agenten entworfen und implementiert. Der essentielle Hintergrund für das AMETAS-Management stellt sich folgendermaßen dar: Die Betrachtung des Anwendungs- und Infrastrukturmanagements mit Blick auf die Managementhierarchie stellt die Offenheit und Kooperationsfähigkeit der angestrebten Managementlösung in den Vordergrund. Diese Eigenschaften ermöglichen die Integration der in einem Unternehmen existierenden Managementlösungen. Ziel ist dabei ein kostengünstiges und effizientes Management. Eine Managementarchitektur wird mit Hilfe der informations-, organisations-, kommunikations- und funktionsbezogenen Aspekte beschrieben und modelliert. Anhand dieser Aspekte ist CORBA, DMTF, WBEM und JMX analysiert und ihre Eignung für das AMETASManagement bewertet worden. Neben den allgemeinen Kriterien sind ihre Teilmodelle, ihre Unterstützung des dezentralen und des dynamischen Managements sowie ihre Integrationsfähigkeit im AMETAS zentrale Punkte. Es zeigt sich, dass die JMX die besten Möglichkeiten für das AMETAS-Management bietet. Das OSI-Funktionsmodell klassifiziert die Managementaufgaben und -funktionen in fünf Bereiche, die häufig als FCAPS bezeichnet werden: Fehler-, Konfigurations-, Abrechnungs- , Leistungs- und Sicherheitsmanagement. Diese Klassifikation ist orthogonal zu jeder anderen und bietet einen geeigneten Rahmen für die Aufteilung der Managementaufgaben und - funktionen. Das in dieser Arbeit empfohlene AMETAS-Management orientiert sich hinsichtlich der Managementaufgabenaufteilung am OSI-Modell. Die JMX bietet mächtigeWerkzeuge zur Instrumentierung aller Arten von Ressourcen. Ihre Java-Basiertheit bedeutet eine wesentliche Vereinfachung für das Agentensystem. Die offene Architektur von der JMX ermöglicht die Kooperation des AMETAS-Managements mit anderen Managementstandards. Das AMETAS-Management nutzt die Vorzüge der mobilen Agenten insbesondere im Bereich des Konfigurations- und Fehlermanagements aus. Folgende Eigenschaften zeichnen das AMETAS-Management aus: 1) Verwendung der Agenteninfrastruktur für das Management. Selbiges wird dabei als ein AMETAS-Dienst implementiert und kann alle Möglichkeiten und Dienste der Agenteninfrastruktur nutzen. 2) Verwendung der AMETAS-Agenten und Dienste als Managementwerkzeuge. 3) Selbstmanagement des Systems. Der Managementdienst ist hierfür mit ausreichender Intelligenz ausgestattet. Er nutzt die Mechanismen der Agenteninfrastruktur aus und erledigt diverse Managementaufgaben selbständig. Das Ereignissystem vom AMETAS spielt hierbei eine wichtige Rolle. Die Analyse der Kontrollmechanismen von MASIF, Aglets Workbench und Mole liefert hinsichtlich ihrer Eignung für die Lokalisierung von Agenten im AMETAS folgendes Ergebnis: Die untersuchten Ansätze sind teilweise allgemein anwendbar. Man unterscheidet die nichtdeterministischen Ansätze wie Advertising und Energiekonzept von denen, die bestimmte Spuren von Agenten in einer geeigneten Art hinterlegen. In dieser Hinsicht stellte sich das Pfadkonzept als interessant heraus: Bei diesem Konzept können die Informationen über den Pfad der Migration eines Agenten in geeigneterWeise zeitlich beschränkt oder unbeschränkt gespeichert werden. Eine andere Alternative bietet die Registrierungsmethode. Bei dieser Methode wird ein Agent in einer zentralen Stelle registriert, wobei die eindeutige Identität eines Agenten und die aktuelle Stelle, in der sich ein Agent aufhält, gespeichert werden. Vor dem Hintergrund der erfolgten Analyse empfiehlt sich als Basis für die Lokalisierung von AMETAS-Agenten eine Art Pfadkonzept: Die Spuren der Agenten werden durch einen Managementdienst gesichert. Will man einen bestimmten Agenten oder eine Gruppe lokalisieren, werden die dezentral vorhandenen Informationen innerhalb eines konsistenten Schnitts (Schnappschuss) ausgewertet. Die Schnappschussmethode empfiehlt sich für die Lokalisierung von Agenten im AMETAS entsprechend den zu Beginn der Arbeit von einem Lokalisierungsmechanismus geforderten Eigenschaften: Sie erlaubt eine zuverlässige Lokalisierung der gesuchten Agenten, deren Autonomie dabei respektiert wird. Die Kosten-Leistungsrelation ist günstig einzuschätzen, da unnötiger Daten- bzw. Agentenverkehr ebenso vermieden wird wie die Pflege umfangreicher, zentralistischer Datenbanken.
Das größte Problem bei der Erstellung von MR-Anwendungen besteht darin, dass sie meistens durch Programmierung erstellt werden. Daher muss ein Autor spezielles Fachwissen über MR-Technologie und zumindest allgemeine Programmierkenntnisse mitbringen, um eine MR-Anwendung erstellen zu können. Dieser Erstellungsprozess soll mit Hilfe von MR-Autorensystemen, die derzeit auf dem Markt existieren und in der Forschung entwickelt werden, vereinfacht werden. Dies war ein Grund, warum diese Arbeit sich zum Ziel erklärte, zu überprüfen, inwieweit die Erstellung von MRAnwendungen durch Einsatz von MR-Autorensystemen vereinfacht wird. Ein weiteres Hauptziel war die Erstellung einer repräsentativen MR-Anwendung, die in dieser Arbeit als MR-Referenzanwendung bezeichnet wird. Sie sollte vor allem bei weiteren Entwicklungen als Vorlage dienen können und auf Basis von standardisierten Vorgehensmodellen, wie das Wasserfallmodell, erstellt werden. Ganz wichtig war es noch im Rahmen dieser Arbeit zu bestätigen, dass standardisierte Vorgehensmodelle auf MR-Anwendungen übertragbar sind. Um diese Ziele zu erreichen, sind in dieser Arbeit viele Schritte befolgt worden, die jeweils als Teilziele betrachtet werden können. Die MR-Referenzanwendung , die im Rahmen dieser Arbeit erstellt wurde, sollte mit Hilfe eines MR-Autorensystems umgesetzt werden. Um das richtige MRAutorensystem dafür auszusuchen, wurden im Rahmen einer Analyse fakultative und obligatorische Anforderungen an MR-Autorensysteme definiert, worin auch Funktionen identifiziert wurden, die ein solches System bereitstellen sollte. Das Anbieten einer Vorschau ist ein Beispiel für diese Funktionen, die bei der Erstellung von MR-Anwendungen eine essentielle Rolle spielen können. Die obligatorischen Anforderungen sind welche, die jedes Softwaresystem erfüllen soll, während die fakultativen das Ziel der Verbesserung von Autorensystemen verfolgen. Mit Hilfe der Analyse wurde ein Vergleich zwischen bekannten MR-Autorensystemen gezogen, dessen Ergebnis AMIRE als ein für die Ziele dieser Arbeit geeignetes MR-Autorensystem identifizierte. Für die MR-Referenzanwendung , die ähnliche Funktionen aufweisen sollte wie andere typische MR-Anwendungen wurden Funktionen, Anwendungsfälle und Design der Oberfläche spezifiziert. Diese Spezifikation wurde unabhängig von dem ausgesuchten Autorensystem durchgeführt, um darin analog zur Software-Technik das Augenmerk auf fachliche und nicht auf technische Aspekte zu legen. Um ans Ziel zu gelangen, wurde die MR-Referenzanwendung durch AMIRE realisiert, jedoch musste zuvor ihre Spezifikation auf dieses MR-Autorensystem überführt werden. Bei der Überführung wurde die Realisierung aus technischer Sicht betrachtet, das heißt es wurden verschiedene Vorbereitungen, wie die Auswahl der benötigten Komponenten, die Planung der Anwendungslogik und die Aufteilung der Anwendung in verschiedenen Zuständen, durchgeführt. Nach der gelungenen Realisierung und beispielhaften Dokumentation der MRReferenzanwendung konnte die Arbeit bewertet werden, worin die erzielten Resultate den Zielen der Arbeit gegenübergestellt wurden. Die Ergebnisse bestätigen, dass mit AMIRE die Entwicklung einer MR-Anwendung ohne Spezialwissen möglich ist und dass diese Arbeit alle ihrer Ziele innerhalb des festgelegten Zeitrahmens erreicht hat.
Das Ziel dieser Arbeit war die Entwicklung einer haptischen 3D-Benutzungsoberfläche für die Virtual-Glove-Box. Eine „Glove Box“ ist ein Apparat, in welchem chemische Versuche in abgeschlossener Atmosphäre durchgeführt werden können. Die „Virtual Glove Box“ setzt dieses Konzept für Virtual Reality Anwendungen um. Die Oberflächenelemente waren als wiederverwendbare Komponenten auszuführen. Die Bedienung erfolgt unter Einsatz zweier virtueller Hände mit an den Händen getragenen Exoskeletten zur Vermittlung des haptischen Feedbacks. Es enstand EASY, ein System zur einfachen und individuellen Gestaltung von Benutzungsberflächenelementen. Diese können in ein bereitgestelltes Framework einfügt und ohne Wissen über die zugrundeliegende Hardware benutzt werden. Die Entwicklung konnte nicht abgeschlossen werden, da die zur Verfügung stehenden Hardware-Komponenten nicht in Betrieb zu nehmen waren.
Zunächst wurde die Notwendigkeit von Schemaänderungen erläutert und verschiedene Ansätze aus der Literatur beschrieben, Schemaänderungen in laufenden Systeme so durchzuführen, dass eine möglichst einfache und automatisch stattfindende Konvertierung der betroffenen Datenobjekte erfolgen kann. Beim Vergleich erweist sich das Konzept der Schemaversionierung als die leistungsfähigste Lösung. Der Grundgedanke der Schemaversionierung ist, durch jede Schemaänderung eine neue Schemaversion zu erstellen, wobei die alte Schemaversion weiterhin benutzt werden kann. Die Datenobjekte liegen ebenfalls in mehreren Versionen vor und die Schemaänderung wird auf Objektebene nachempfunden, indem Datenänderungen propagiert, d.h. die Daten automatisch konvertiert werden. Für die Propagation werden die Beziehungen zwischen den Schemaversionen ausgenutzt. Mit dem Konzept der Schemaversionierung ist es möglich, mehrere Versionen eines Schemas parallel zu benutzen und nur die auf die Datenbank zugreifenden Applikationen anzupassen, die auch wirklich von der Schemaänderung betroffen sind. Diese Diplomarbeit ist Teil des COAST-Projekts, das die Schemaversionierung als Prototyp umsetzt. In COAST existierte vor dieser Diplomarbeit nur die Möglichkeit, einfache Schemaanderungen durchzuführen. Neu wurden komplexe Schemaanderungsoperationen eingeführt und das Konzept der Propagation entsprechend erweitert. Komplexe Schemaänderungen unterscheiden sich von einfachen Schemaänderungen dadurch, dass sie Attribute aus mehreren Quellklassen in einer Zielklasse (oder andersherum) vereinen können. Die bereits in kurz angeschnittenen Default-Konvertierungsfunktionen wurden genauer untersucht und konkret eingeführt. Es wurden mehrere typische Schemaänderungsoperationen vorgestellt und darauf untersucht, ob sie mit den bisherigen einfachen Schemaänderungsoperationen durchführbar waren oder ob dazu komplexe Schemaänderungsoperationen nötig sind. Außerdem wurde analysiert, ob das System für die entsprechenden Operationen automatisch sinnvolle Defaultkonvertierungsoperationen generieren kann oder ob ein Eingriff des Schemaentwicklers notwendig ist. Dazu wurden sie in eine von vier Kategorien eingeteilt, die aussagen, ob einfache oder komplexe Schemaänderungsoperationen nötig sind und ob sinnvolle Default-Konvertierungsfunktionen ohne Eingriff des Schemaentwicklers erzeugt werden können oder nicht. Zu jeder der aufgezahlten Schemaänderungsoperationen wurde die entsprechende vom System erzeugte Default-Konvertierungsfunktion aufgeführt und im Falle, dass sie der Schemaentwickler uberprüfen muss, angegeben, wo noch potenzieller Bedarf für manuelle Änderungen vorliegt. Die Auswirkungen der Einführung von komplexen Schemaänderungsoperationen auf die Propagation wurde im nächsten Kapitel analysiert und dabei festgestellt, dass das bisherige Konzept der Propagationskanten zwischen je zwei Objektversionen desselben Objekts nicht mehr ausreicht. Entsprechend wurde das neue Konzept von kombinierten Propagationskanten entwickelt, das Kanten zwischen mehr als nur zwei Objektversionen zulässt. Dazu wurden verschiedene Lösungsmöglichkeiten miteinander verglichen. Weiter wurden verschiedene Ansätze fur die Darstellung und Speicherung von Konvertierungsfunktionen vorgestellt und entschieden, die Konvertierungsfunktionen konkret in textueller Darstellung in den Propagationskanten zu speichern. Fur die Spezifizierung der gewünschten Konvertierungen bei der Propagation wurde eine Konvertierungssprache entwickelt und nach verschiedenen Gesichtspunkten konzipiert. Diese Gesichtspunkte umfassen sowohl den nötigen Funktionsumfang der Sprache wie auch entwurfstechnische Aspekte. Sämtliche Befehle der entwickelten Sprache wurden detailliert vorgestellt und abschließend die Sprache in BNF (Backus-Naur-Form) präsentiert. COAST ist inzwischen als Prototyp implementiert und wurde u.a. auf der CeBIT '99 vorgestellt (s. [Lau99b] und [LDHA99]). Nach einer Beschreibung der Funktionsweise und des Aufbaus von COAST und insbesondere des Propagationsmanagers wurden einige Implementierungsdetails vorgestellt und verschiedene Betrachtungen zur moglichen Optimierung beschrieben. Die Ziele der Diplomarbeit wurden damit erreicht: Die Schemaevolution kann mit den Vorzügen der Versionierung durchgeführt werden. Komplexe Schemaänderungen sind nun möglich und wurden ins Modell integriert. Die Propagation wurde entsprechend erweitert und eine Sprache zur Spezifikation der Propagation entwickelt.
This paper proves correctness of Nöcker's method of strictness analysis, implemented in the Clean compiler, which is an effective way for strictness analysis in lazy functional languages based on their operational semantics. We improve upon the work of Clark, Hankin and Hunt did on the correctness of the abstract reduction rules. Our method fully considers the cycle detection rules, which are the main strength of Nöcker's strictness analysis. Our algorithm SAL is a reformulation of Nöcker's strictness analysis algorithm in a higher-order call-by-need lambda-calculus with case, constructors, letrec, and seq, extended by set constants like Top or Inf, denoting sets of expressions. It is also possible to define new set constants by recursive equations with a greatest fixpoint semantics. The operational semantics is a small-step semantics. Equality of expressions is defined by a contextual semantics that observes termination of expressions. Basically, SAL is a non-termination checker. The proof of its correctness and hence of Nöcker's strictness analysis is based mainly on an exact analysis of the lengths of normal order reduction sequences. The main measure being the number of 'essential' reductions in a normal order reduction sequence. Our tools and results provide new insights into call-by-need lambda-calculi, the role of sharing in functional programming languages, and into strictness analysis in general. The correctness result provides a foundation for Nöcker's strictness analysis in Clean, and also for its use in Haskell.
This paper proves correctness of Nocker s method of strictness analysis, implemented for Clean, which is an e ective way for strictness analysis in lazy functional languages based on their operational semantics. We improve upon the work of Clark, Hankin and Hunt, which addresses correctness of the abstract reduction rules. Our method also addresses the cycle detection rules, which are the main strength of Nocker s strictness analysis. We reformulate Nocker s strictness analysis algorithm in a higherorder lambda-calculus with case, constructors, letrec, and a nondeterministic choice operator used as a union operator. Furthermore, the calculus is expressive enough to represent abstract constants like Top or Inf. The operational semantics is a small-step semantics and equality of expressions is defined by a contextual semantics that observes termination of expressions. The correctness of several reductions is proved using a context lemma and complete sets of forking and commuting diagrams. The proof is based mainly on an exact analysis of the lengths of normal order reductions. However, there remains a small gap: Currently, the proof for correctness of strictness analysis requires the conjecture that our behavioral preorder is contained in the contextual preorder. The proof is valid without referring to the conjecture, if no abstract constants are used in the analysis.
Work on proving congruence of bisimulation in functional programming languages often refers to [How89,How96], where Howe gave a highly general account on this topic in terms of so-called lazy computation systems . Particularly in implementations of lazy functional languages, sharing plays an eminent role. In this paper we will show how the original work of Howe can be extended to cope with sharing. Moreover, we will demonstrate the application of our approach to the call-by-need lambda-calculus lambda-ND which provides an erratic non-deterministic operator pick and a non-recursive let. A definition of a bisimulation is given, which has to be based on a further calculus named lambda-~, since the na1ve bisimulation definition is useless. The main result is that this bisimulation is a congruence and contained in the contextual equivalence. This might be a step towards defining useful bisimulation relations and proving them to be congruences in calculi that extend the lambda-ND-calculus.
In this paper we demonstrate how to relate the semantics given by the nondeterministic call-by-need calculus FUNDIO [SS03] to Haskell. After introducing new correct program transformations for FUNDIO, we translate the core language used in the Glasgow Haskell Compiler into the FUNDIO language, where the IO construct of FUNDIO corresponds to direct-call IO-actions in Haskell. We sketch the investigations of [Sab03b] where a lot of program transformations performed by the compiler have been shown to be correct w.r.t. the FUNDIO semantics. This enabled us to achieve a FUNDIO-compatible Haskell-compiler, by turning o not yet investigated transformations and the small set of incompatible transformations. With this compiler, Haskell programs which use the extension unsafePerformIO in arbitrary contexts, can be compiled in a "safe" manner.
This paper proposes a non-standard way to combine lazy functional languages with I/O. In order to demonstrate the usefulness of the approach, a tiny lazy functional core language FUNDIO , which is also a call-by-need lambda calculus, is investigated. The syntax of FUNDIO has case, letrec, constructors and an IO-interface: its operational semantics is described by small-step reductions. A contextual approximation and equivalence depending on the input-output behavior of normal order reduction sequences is defined and a context lemma is proved. This enables to study a semantics of FUNDIO and its semantic properties. The paper demonstrates that the technique of complete reduction diagrams enables to show a considerable set of program transformations to be correct. Several optimizations of evaluation are given, including strictness optimizations and an abstract machine, and shown to be correct w.r.t. contextual equivalence. Correctness of strictness optimizations also justifies correctness of parallel evaluation. Thus this calculus has a potential to integrate non-strict functional programming with a non-deterministic approach to input-output and also to provide a useful semantics for this combination. It is argued that monadic IO and unsafePerformIO can be combined in Haskell, and that the result is reliable, if all reductions and transformations are correct w.r.t. to the FUNDIO-semantics. Of course, we do not address the typing problems the are involved in the usage of Haskell s unsafePerformIO. The semantics can also be used as a novel semantics for strict functional languages with IO, where the sequence of IOs is not fixed.
Context unification is a variant of second order unification. It can also be seen as a generalization of string unification to tree unification. Currently it is not known whether context unification is decidable. A specialization of context unification is stratified context unification, which is decidable. However, the previous algorithm has a very bad worst case complexity. Recently it turned out that stratified context unification is equivalent to satisfiability of one-step rewrite constraints. This paper contains an optimized algorithm for strati ed context unification exploiting sharing and power expressions. We prove that the complexity is determined mainly by the maximal depth of SO-cycles. Two observations are used: i. For every ambiguous SO-cycle, there is a context variable that can be instantiated with a ground context of main depth O(c*d), where c is the number of context variables and d is the depth of the SO-cycle. ii. the exponent of periodicity is O(2 pi ), which means it has an O(n)sized representation. From a practical point of view, these observations allow us to conclude that the unification algorithm is well-behaved, if the maximal depth of SO-cycles does not grow too large.
Context unification is a variant of second-order unification and also a generalization of string unification. Currently it is not known whether context uni cation is decidable. An expressive fragment of context unification is stratified context unification. Recently, it turned out that stratified context unification and one-step rewrite constraints are equivalent. This paper contains a description of a decision algorithm SCU for stratified context unification together with a proof of its correctness, which shows decidability of stratified context unification as well as of satisfiability of one-step rewrite constraints.
It is well known that first order uni cation is decidable, whereas second order and higher order unification is undecidable. Bounded second order unification (BSOU) is second order unification under the restriction that only a bounded number of holes in the instantiating terms for second order variables is permitted, however, the size of the instantiation is not restricted. In this paper, a decision algorithm for bounded second order unification is described. This is the fist non-trivial decidability result for second order unification, where the (finite) signature is not restricted and there are no restrictions on the occurrences of variables. We show that the monadic second order unification (MSOU), a specialization of BSOU is in sum p s. Since MSOU is related to word unification, this is compares favourably to the best known upper bound NEXPTIME (and also to the announced upper bound PSPACE) for word unification. This supports the claim that bounded second order unification is easier than context unification, whose decidability is currently an open question.
This paper describes the development of a typesetting program for music in the lazy functional programming language Clean. The system transforms a description of the music to be typeset in a dvi-file just like TEX does with mathematical formulae. The implementation makes heavy use of higher order functions. It has been implemented in just a few weeks and is able to typeset quite impressive examples. The system is easy to maintain and can be extended to typeset arbitrary complicated musical constructs. The paper can be considered as a status report of the implementation as well as a reference manual for the resulting system.
The extraction of strictness information marks an indispensable element of an efficient compilation of lazy functional languages like Haskell. Based on the method of abstract reduction we have developed an e cient strictness analyser for a core language of Haskell. It is completely written in Haskell and compares favourably with known implementations. The implementation is based on the G#-machine, which is an extension of the G-machine that has been adapted to the needs of abstract reduction.
This paper describes context analysis, an extension to strictness analysis for lazy functional languages. In particular it extends Wadler's four point domain and permits in nitely many abstract values. A calculus is presented based on abstract reduction which given the abstract values for the result automatically finds the abstract values for the arguments. The results of the analysis are useful for veri fication purposes and can also be used in compilers which require strictness information.
A partial rehabilitation of side-effecting I/O : non-determinism in non-strict functional languages
(1996)
We investigate the extension of non-strict functional languages like Haskell or Clean by a non-deterministic interaction with the external world. Using call-by-need and a natural semantics which describes the reduction of graphs, this can be done such that the Church-Rosser Theorems 1 and 2 hold. Our operational semantics is a base to recognise which particular equivalencies are preserved by program transformations. The amount of sequentialisation may be smaller than that enforced by other approaches and the programming style is closer to the common one of side-effecting programming. However, not all program transformations used by an optimising compiler for Haskell remain correct in all contexts. Our result can be interpreted as a possibility to extend current I/O-mechanism by non-deterministic deterministic memoryless function calls. For example, this permits a call to a random number generator. Adding memoryless function calls to monadic I/O is possible and has a potential to extend the Haskell I/O-system.
Automatic termination proofs of functional programming languages are an often challenged problem Most work in this area is done on strict languages Orderings for arguments of recursive calls are generated In lazily evaluated languages arguments for functions are not necessarily evaluated to a normal form It is not a trivial task to de ne orderings on expressions that are not in normal form or that do not even have a normal form We propose a method based on an abstract reduction process that reduces up to the point when su cient ordering relations can be found The proposed method is able to nd termination proofs for lazily evaluated programs that involve non terminating subexpressions Analysis is performed on a higher order polymorphic typed language and termi nation of higher order functions can be proved too The calculus can be used to derive information on a wide range on di erent notions of termination.
We consider unification of terms under the equational theory of two-sided distributivity D with the axioms x*(y+z) = x*y + x*z and (x+y)*z = x*z + y*z. The main result of this paper is that Dunification is decidable by giving a non-deterministic transformation algorithm. The generated unification are: an AC1-problem with linear constant restrictions and a second-order unification problem that can be transformed into a word-unification problem that can be decided using Makanin's algorithm. This solves an open problem in the field of unification. Furthermore it is shown that the word-problem can be decided in polynomial time, hence D-matching is NP-complete.
We consider the problem of unifying a set of equations between second-order terms. Terms are constructed from function symbols, constant symbols and variables, and furthermore using monadic second-order variables that may stand for a term with one hole, and parametric terms. We consider stratified systems, where for every first-order and second-order variable, the string of second-order variables on the path from the root of a term to every occurrence of this variable is always the same. It is shown that unification of stratified second-order terms is decidable by describing a nondeterministic decision algorithm that eventually uses Makanin's algorithm for deciding the unifiability of word equations. As a generalization, we show that the method can be used as a unification procedure for non-stratified second-order systems, and describe conditions for termination in the general case.
Funktionale Programmiersprachen weisen viele Eigenschaften auf, die zur modernen Softwareentwicklung benotigt werden: Zuverlässigkeit, Modularisierung, Wiederverwendbarkeit und Verifizierbarkeit. Als schwer vereinbar mit diesen Sprachen stellte sich die Einbettung von Seiteneffekten in diese Sprachen heraus. Nach einigen mehr oder weniger gescheiterten Ansätzen hat sich mittlerweile fur die nichtstrikte funktionale Sprache Haskell der monadische Ansatz durchgesetzt, bei dem die Seiteneffekte geschickt verpackt werden, so dass zumindest IO-behaftete Teile eines Haskell-Programms dem klassischen imperativen Programmierstil ähneln. S. Peyton Jones bringt dieses in [Pey01, Seite 3] auf den Punkt, indem er schreibt "...Haskell is the world's finest imperative programming language." Dies ist einerseits vorteilhaft, denn die klassischen Programmiertechniken können angewendet werden, andererseits bedeutet dies auch eine Rückkehr zu altbekannten Problemen in diesen Sprachen: Der Programmcode wird unverständlicher, die Wiederverwendbarkeit von Code verschlechtert sich, Änderungen im Programm sind aufwendig. Zudem erscheint die monadische Programmierung teilweise umständlich. Deshalb wurde im Zuge der Entwicklung in fast jede Implementierung von Haskell ein Konstrukt eingebaut, dass von monadischem IO zu direktem IO führt. Da dieses nicht mit dem bisherigen Ansatz vereinbar schien, wird es als "unsafe" bezeichnet, die entsprechende Funktion heißt "unsafePerformIO". Zahlreiche Anwendungen benutzten diese Funktion, teilweise scheint die Verwendung zumindest aus Effizienzgründen unabdingbar. Allerdings ist die Frage, wann dieses verwendet werden darf, d.h. so angewendet wird, dass es nicht "unsicher" ist, nur unzureichend geklärt. Das Zitat in Abbildung 1.1 gibt wenig Aufschluss über die korrekte Anwendung, zumal immer wieder Diskussionen entstehen, ob die Verwendung von unsafePerformIO in diesem oder jenem Spezialfall korrekt ist.