Author Archive: raphy

Colloquium: Tuesday Jan. 28, 2025. Speaker: Liat Kessler (Oranim). Title: “From symplectic deformation to isotopy, equivariantly”.

Speaker: Liat Kessler (Oranim) Place: Room 614, Education and Sciences Building, University of Haifa Date and Time: January 28, 2025, 14:00-15:00 Title: From symplectic deformation to isotopy, equivariantly Abstract: We study symplectic blowups in four-manifolds in the presence of a group action. An (equivariant) symplectic…
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Colloquium: Tuesday Jan. 7, 2025. Speaker: Yair Hayut (Hebrew University). Title: “Dense Ideals”.

Place: Room 614, Education and Sciences Building, University of Haifa Date and Time: January 7, 2025, 14:00-15:00 Recording: https://us02web.zoom.us/rec/share/galPb3quLg8KWpvmYl7f17Z_a0MdpWoTt0GgSxZ8iZWnQnnkR_robodACDzK5Kgh.nLVwgjqPXEdrB2xo Title: Dense Ideals Abstract: Around 1930 Banach and Ulam investigated the possibility of obtaining a sigma-additive probability measure extending the Lebesgue measure to all subsets of the…
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Colloquium: Tuesday Dec. 24, 2024. Speaker: Lior Bary-Soroker (Tel Aviv). Title: “Probabilistic Aspects of Galois Theory”.

Place: Room 614, Education and Sciences Building, University of Haifa Zoom link: https://us02web.zoom.us/j/87282501214?pwd=gnoO4TOG9LKBQJrfQ89Od7nUkoy0S3.1 Meeting ID: 872 8250 1214 Recording: https://us02web.zoom.us/rec/share/_6Ea_kl7hTzytTt97ubh3I-OEvr1E404oRqTcLcm5hTrZ2E3hAvLCxVuwTs1dZ5-.OjwqAJPGs75WXvDi Abstract: Probabilistic Galois theory explores the arithmetic properties of random polynomials with integer coefficients, focusing on questions such as irreducibility and the structure…
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U. Haifa Topology & Geometry seminar: Wednesday, Nov. 27, 2024. Speaker: Giuseppe Leoncini (Università degli Studi di Milano Statale). Title: “Universal homotopy theories in the enriched context’”.

I will put forward a possible generalization of Dugger’s theorem on universal homotopy theories, in enriched homotopy theory, following previous work of Dugger and Shipley for the case of enrichment over Abelian groups. I will discuss what can be done…
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