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281by Segal, Graeme“... on compact spaces. Equivariant K-theory is a generalisation of K-theory, a rather well-known cohomology...”
Published 1966
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282by Paulo Augusto Ribeiro“..., homotopy theory, ANR compact spaces, Euler characteristic of a compact ANR, Lefschetz theorem, fiber spaces...”
Published 2010
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283by Juan Francisco Camasca Fernández“... in Hausdorff compact spaces. Using infinite combinatorics in Boolean algebras, through Stone duality, we obtain...”
Published 2017
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284by Fernández, Juan Francisco Camasca“... in Hausdorff compact spaces. Using infinite combinatorics in Boolean algebras, through Stone duality, we obtain...”
Published 2017
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285by Kuentzler, Moritz“... of the interplay of the two in compactications of F-theory. In F-theory, the relevant compactication spaces...”
Published 2014
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286by Rennecke, Felix“... inevitably leads to the appearance of the strong constraint of double field theory on non-compact spaces...”
Published 2014
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287by Yazar, Hatice“... in the compact spaces created by accretions of cells of varying depths in the Ulugh Beg Madrasa in Samarkand. A...”
Published 2009
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288by Sawyer, Jane Orrock“... consider locally pseudocompact spaces and obtain results analogous to those for locally compact spaces...”
Published 2019
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289by Barbeiro, André Santoleri Villa“... the preservation of connectedness in the extension of compact spaces by continuous functions, a technique used...”
Published 2018
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290Published 1991“... === Chapter 2.1 --- K-theory of compact spaces --- p.24 === Chapter 2.2 --- K-theory with compact support...”
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291by André Santoleri Villa Barbeiro“... of compact spaces by continuous functions, a technique used by Koszmider to obtain an indecomposable Banach...”
Published 2018
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