Thom Cobb: 1951 – 2016

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Zoltán Ésik (1951 - 2016) - In Memoriam

Our friend and colleague Zoltán Ésik passed away in Reykjavik, Iceland, on Wednesday, 25 May 2016. He was visiting us as he did with some regularity, compatibly with his many engagements throughout the world. The day before his untimely death, Zoltán had delivered an ICE-TCS seminar entitled Equational Logic of Fixed Point Operations at Reykjavik University. At the start of his talk, he looked ...

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Jeff McQuillan’s discussion on Time, texts, and teaching in vocabulary acquisition: A rebuttal to Cobb (2016)

I provided data (McQuillan, 2016) to show that there is an adequate amount of reading material that can be read at or above 98% vocabulary coverage to provide sufficient input to acquire most of the word families from the 2,000to the 9,000-word-family levels. Cobb does not dispute these findings, nor present any evidence to counter them. On the substantive issues addressed in my paper, then, we...

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Microbundles and Thom Classes

In this note we introduce Thorn classes of microbundles. We determine the Thorn class of the Whitney sum as the cup product of Thorn classes and state two applications ; one to Gysin sequences of Whitney sums and one to the Atiyah-Bott-Shapiro duality theorem for Thorn spaces (cf. Atiyah [2]). Thus our main result states tha t for microbundles /xi, JU2 over a compact (topological) manifold X, i...

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The Motivic Thom Isomorphism

The existence of a good theory of Thom isomorphisms in some rational category of mixed Tate motives would permit a nice interpolation between ideas of Kontsevich on deformation quantization, and ideas of Connes and Kreimer on a Galois theory of renormalization, mediated by Deligne’s ideas on motivic Galois groups.

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The Symplectic Thom Conjecture

In this paper, we demonstrate a relation among Seiberg-Witten invariants which arises from embedded surfaces in four-manifolds whose self-intersection number is negative. These relations, together with Taubes’ basic theorems on the Seiberg-Witten invariants of symplectic manifolds, are then used to prove the Symplectic Thom Conjecture: a symplectic surface in a symplectic four-manifold is genus...

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ژورنال

عنوان ژورنال: Dance Education in Practice

سال: 2017

ISSN: 2373-4833,2373-4841

DOI: 10.1080/23734833.2017.1285636