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Parties should develop a consistent issue profile during an electoral campaign. Yet, manifestos, which form the baseline for a party’s programmatic goals in the upcoming legislative period, are usually published months before Election Day. We argue that parties must emphasize policy issues that are of key relevance to their likely voters in the last weeks of the election campaign, in which an increasing share of citizens make up their minds in terms of which party they will choose. To test this notion empirically, we draw on a novel data set that covers information on party representatives’ statements made during the final weeks of an election campaign in nine European countries. Focusing on the campaign messages of social democratic and socialist parties, we find that these parties indeed intensify their emphasis of unemployment policy, which is a salient issue for their core voter clienteles, particularly in times of economic hardship.
Using the notion of a root datum of a reductive group G we propose a tropical analogue of a principal G-bundle on a metric graph. We focus on the case G=GLn, i.e. the case of vector bundles. Here we give a characterization of vector bundles in terms of multidivisors and use this description to prove analogues of the Weil--Riemann--Roch theorem and the Narasimhan--Seshadri correspondence. We proceed by studying the process of tropicalization. In particular, we show that the non-Archimedean skeleton of the moduli space of semistable vector bundles on a Tate curve is isomorphic to a certain component of the moduli space of semistable tropical vector bundles on its dual metric graph.