Danny Ruberman Title: Positive scalar curvature and diÆeomorphisms of 4-manifolds Abstract: We will discuss two interrelated questions ab out the geometry and topology of smooth 4-manifolds. The Ørst is the topology of - Seiberg–Witten invariant - Document - PDFSEARCH.IO

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	Danny Ruberman Title: Positive scalar curvature and diÆeomorphisms of 4-manifolds Abstract: We will discuss two interrelated questions ab out the geometry and topology of smooth 4-manifolds. The Ørst is the topology of Add to Reading List Document Date: 2001-08-06 11:56:35 Open Document File Size: 32,96 KB Share Result on Facebook City Poughkeepsie / / Company Donaldson / Seiberg-Witten / / Currency GBP / / Facility Stable DiÆeomorphisms / Vassar College / / IndustryTerm possible applications / linear systems / sketch applications / / Organization Vassar College / / Person Bruce Williams / Paul Kirk / John Roe / Jim Davis / Michael McCooey / Ralph Cohen / Danny Ruberman / Greg Friedman / Allan Edmonds / Sylvain Cappell / Bob Gompf / John Morgan / Frank Quinn / Jun Li / Markus Banagl / Hans Boden / Paul Feehan / Saso Strle / Edward Miller / Chris Herald / Ronnie Lee / Erik Pedersen / Brendan Owens / / Position Walker / / ProvinceOrState New York / / SocialTag Symplectic topology Surgery theory Manifold Seiberg–Witten invariant Geometry and topology 4-manifold Symplectic geometry Mapping class group Cobordism Topology

Danny Ruberman Title: Positive scalar curvature and diÆeomorphisms of 4-manifolds Abstract: We will discuss two interrelated questions ab out the geometry and topology of smooth 4-manifolds. The Ørst is the topology ofAdd to Reading List