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Digital Culture & Education, 2023 Cartography as a posthuman method cultivates the creative and critical mapping of relational encounters between human, non-human and material entities.
Patricia Gibson
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Tracés, 2016 As an homosexual, anti-bourgeois artist, who met and evoked Friulians, the Roman sub-proletariat, Jews, Blacks, homosexuals, Pasolini was closely involved with minorities.
Léa Passerone
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Introduction: why take a multidisciplinary approach to tourism?
Revista CIDOB d'Afers Internacionals, 2016 Tourism is the product of a confluence of multiple elements – material and imaginary, subjective and collective – as well as of multiple approaches: from euphoric economy-focused views to more critical ones from local and ecological standpoints.
Yolanda Onghena
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Writing from the Milieu. Towards a Practice of Transversal Poetics as Method
Acta Academiae Artium Vilnensis, 2023 In this essay, I make a case for transversal writing as a method for artistic re search. I use transversal to describe a writing entity that is capable of shifting across media and disciplines, while remaining open for critical reflection.
Miklós (Miki) Ambrózy
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Proceedings of the Edinburgh Mathematical Society, 1986 The notion of transversality has proved of immense value in differential topology. The Thom transversality lemma and its many variants show that transversality is a dense,and often open, property. In one parameter families the occurrence of non-transversality is inevitable; for example one cannot pull two linked curves in ℝ3 apart without a non ...
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Blockers and transversals [PDF]
Discrete Mathematics, 2009 AbstractGiven an undirected graph G=(V,E) with matching number ν(G), we define d-blockers as subsets of edges B such that ν((V,E∖B))≤ν(G)−d. We define d-transversals T as subsets of edges such that every maximum matching M has |M∩T|≥d. We explore connections between d-blockers and d-transversals.
Zenklusen, Rico +5 more
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Notes on the Transversality Method for Iterated Function Systems—A Survey
Mathematical and Computational Applications, 2023 This is a brief survey of selected results obtained using the “transversality method” developed for studying parametrized families of fractal sets and measures. We mostly focus on the early development of the theory, restricting ourselves to self-similar
Boris Solomyak
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Transversality theorems on generic linearly perturbed mappings. [PDF]
, 2018 In his celebrated paper "Generic projections", John Mather has given a striking transversality theorem and its applications on generic projections. On the other hand, in this paper, two transversality theorems on generic linearly perturbed $C^r$ mappings
S. Ichiki
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Transversality and Alternating Projections for Nonconvex Sets [PDF]
Foundations of Computational Mathematics, 2014 We consider the method of alternating projections for finding a point in the intersection of two closed sets, possibly nonconvex. Assuming only the standard transversality condition (or a weaker version thereof), we prove local linear convergence.
D. Drusvyatskiy, A. Ioffe, A. Lewis
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TRANSVERSITY ASYMMETRIES [PDF]
Transversity 2008, 2009 Ways to access transversity through asymmetry measurements are reviewed. The recent first extraction and possible near future extractions are discussed.
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