@article{Thir2023, author = {Thir, Veronika}, title = {Co-text, context, and listening proficiency as crucial variables in intelligibility among nonnative users of English}, series = {Studies in Second Language Acquisition}, volume = {45}, journal = {Studies in Second Language Acquisition}, number = {5}, publisher = {Cambridge University Press}, address = {Cambridge}, doi = {10.1017/S0272263123000207}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-16374}, pages = {1210 -- 1231}, year = {2023}, abstract = {Research on intelligibility in international encounters has long focused on issues of pronunciation to the detriment of factors such as linguistic co-text and extralinguistic context, which are comparatively well-studied variables in intelligibility research concerning L1 listeners. This paper seeks to expand the scope of international intelligibility research in this respect by reporting on a large-scale study involving 423 nonnative listeners at different proficiency levels, who transcribed words spoken with another nonnative accent under four conditions that varied in the availability of syntactic, semantic, and schematic cues. The results suggest that co-text and context as well as listening proficiency are crucial variables that ought to receive greater attention in research on international intelligibility. The pedagogical implications of these findings are addressed as well.}, language = {en} } @article{Rensmann2023, author = {Rensmann, Lars}, title = {Illusions of sovereignty : understanding populist crowds with Hannah Arendt}, series = {The Review of Politics}, volume = {85}, journal = {The Review of Politics}, number = {4}, publisher = {Cambridge University Press}, address = {Cambridge}, doi = {10.1017/S0034670523000232}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-16400}, pages = {450 -- 473}, year = {2023}, abstract = {This article reconstructs Hannah Arendt's theoretical arguments in relation to current authoritarian-populist crowds, which can be understood as organized mobs of the twenty-first century. Drawn from all classes and originating in societal and political disenfranchisement, in Arendt's understanding they are rebellious nihilists who falsely believe they represent the people as a whole while they exclude any citizens who do not share their tribal nationalism and leader worshiping. Illuminating conditions of their emergence, Arendt also helps to elucidate what drives the populist crowds' illusions about an uncompromising "sovereign will" they and their leaders claim to embody. Such illusions benefit from broader modern trends eroding differences between facts, opinion, truth, and lies. In public environments suffering from destabilized factual truths, organized lies can easily fill a political vacuum generated by crises of political modernity. Unpacking interrelated theoretical trajectories, it is argued that an Arendtian framework can significantly contribute to the study of present-day authoritarian populism.}, language = {en} } @article{KaeglerSchreiner2023, author = {K{\"a}gler, Britta and Schreiner, Eva-Maria}, title = {Women, opera and the public stage in eighteenth-century Venice : Fondazione Levi, Venice, 23-24 May 2022}, series = {Eighteenth-Century Music}, volume = {20}, journal = {Eighteenth-Century Music}, number = {1}, publisher = {Cambridge University Press}, address = {Cambridge}, doi = {10.1017/S147857062200029X}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-16410}, pages = {116 -- 119}, year = {2023}, language = {en} } @article{GishbolinerGlockSgueglia2025, author = {Gishboliner, Lior and Glock, Stefan and Sgueglia, Amedeo}, title = {Tight Hamilton cycles with high discrepancy}, series = {Combinatorics, Probability and Computing (1469-2163)}, volume = {34 (2025)}, journal = {Combinatorics, Probability and Computing (1469-2163)}, number = {4}, publisher = {Cambridge University Press}, address = {Cambridge}, issn = {1469-2163}, doi = {10.1017/S0963548325000057}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-19166}, pages = {565 -- 584}, year = {2025}, abstract = {In this paper, we study discrepancy questions for spanning subgraphs of k-uniform hypergraphs. Our main result is that, for any integers k ≥ 3 and r ≥ 2, any r-colouring of the edges of a k-uniform n-vertex hypergraph G with minimum (k-1)-degree δ(G) ≥ (1/2+o(1))n contains a tight Hamilton cycle with high discrepancy, that is, with at least n/r +� (n) edges of one colour. The minimum degree condition is asymptotically best possible and our theorem also implies a corresponding result for perfect matchings. Our tools combine various structural techniques such as Tur{\´a}n-type problems and hypergraph shadows with probabilistic techniques such as random walks and the nibble method. We also propose several intriguing problems for future research.}, language = {en} } @article{ChenMuellerYokoyama2024, author = {Chen, Yijia and M{\"u}ller, Moritz and Yokoyama, Keita}, title = {A parameterized halting problem, Δ0 truth and the MRDP theorem}, series = {The Journal of Symbolic Logic (ISSN 1943-5886)}, volume = {90 (2025)}, journal = {The Journal of Symbolic Logic (ISSN 1943-5886)}, number = {2}, publisher = {Cambridge University Press}, address = {Cambridge}, issn = {1943-5886}, doi = {10.1017/jsl.2024.44}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-19308}, pages = {483 -- 508}, year = {2024}, abstract = {We study the parameterized complexity of the problem to decide whether a given natural number n satisfies a given Δ0-formula ϕ(x); the parameter is the size of ϕ. This parameterization focusses attention on instances where n is large compared to the size of ϕ.We show unconditionally that this problem does not belong to the parameterized analogue of AC0. From this we derive that certain natural upper bounds on the complexity of our parameterized problem imply certain separations of classical complexity classes. This connection is obtained via an analysis of a parameterized halting problem. Some of these upper bounds follow assuming that IΔ0 proves the MRDP theorem in a certain weak sense.}, language = {en} } @article{ŁatuszyńskiRudolf2024, author = {Łatuszyński, Krzysztof and Rudolf, Daniel}, title = {Convergence of hybrid slice sampling via spectral gap}, series = {Advances in Applied Probability}, volume = {56 (2024)}, journal = {Advances in Applied Probability}, number = {4}, publisher = {Cambridge University Press}, address = {Cambridge}, issn = {1475-6064}, doi = {10.1017/apr.2024.16}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-19264}, pages = {1440 -- 1466}, year = {2024}, abstract = {It is known that the simple slice sampler has robust convergence properties; however, the class of problems where it can be implemented is limited. In contrast, we consider hybrid slice samplers which are easily implementable and where another Markov chain approximately samples the uniform distribution on each slice. Under appropriate assumptions on the Markov chain on the slice, we give a lower bound and an upper bound of the spectral gap of the hybrid slice sampler in terms of the spectral gap of the simple slice sampler. An immediate consequence of this is that the spectral gap and geometric ergodicity of the hybrid slice sampler can be concluded from the spectral gap and geometric ergodicity of the simple version, which is very well understood. These results indicate that robustness properties of the simple slice sampler are inherited by (appropriately designed) easily implementable hybrid versions. We apply the developed theory and analyze a number of specific algorithms, such as the stepping-out shrinkage slice sampling, hit-and-run slice sampling on a class of multivariate targets, and an easily implementable combination of both procedures on multidimensional bimodal densities.}, language = {en} } @article{Hofstadler2025, author = {Hofstadler, Julian}, title = {Optimal convergence rates of MCMC integration for functions with unbounded second moment}, series = {Journal of Applied Probability}, volume = {62 (2025)}, journal = {Journal of Applied Probability}, number = {3}, publisher = {Cambridge University Press}, address = {Cambridge}, doi = {10.1017/jpr.2024.108}, url = {http://nbn-resolving.de/urn:nbn:de:bvb:739-opus4-19310}, pages = {1069 -- 1075}, year = {2025}, abstract = {We study the Markov chain Monte Carlo estimator for numerical integration for func- tions that do not need to be square integrable with respect to the invariant distribution. For chains with a spectral gap we show that the absolute mean error for L^p functions, with p ∈ (1, 2), decreases like n^(1/p)-1 , which is known to be the optimal rate. This improves currently known results where an additional parameter δ > 0 appears and the convergence is of order n^((1+δ)/p)-1 .}, language = {en} }