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Showing 1 to 5 of 5 for “"Sheaf theory"”.
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Some Applications of Triples to Sheaf Theory
Made available in DSpace on 2014-12-09T22:17:55Z (GMT). No. of bitstreams: 1 7001014.pdf: 1784039 bytes, checksum: 1b9f05dbb477de31e2b2534efda16a57 (MD5) Previous issue date: 1969
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An Explicit Construction of Sheaves in Context
<p>This document details the body of theory necessary to explicitly construct sheaves of sets on a site together with the development of supporting material necessary to connect sheaf theory with the wider mathematical contexts in which it is applied. Of particular interest is a novel presentation …
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Topological Deep Learning: Graphs, Complexes, Sheaves
… a new perspective on graph models based on sheaf theory, a subfield of algebraic topology. Sheaves, which are mathematical data structures that naturally store the data attached to a topological space and its relational structure, faithfully realise the axiomatic principles of Topological …
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Towards a classification of continuity and on the emergence of generality
… unpacking and re-interpreting Spinoza’s powerful theory of what makes for the ‘oneness’ of a body in general and how ‘ones’ can compose to form ever more composite ‘ones’ (all the way up to Nature as a whole). Much of Spinoza reads like an elaboration on Oresme’s new model of continuity; however, …
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A Classifying Family of Spaces for the Cohomology of Profinite Groups
In the study of homological algebra, one useful tool for studying the cohomology of a discrete group is that group's classifying space. In some sense, the classifying space captures both the group itself and a description of its cohomology for any action of the group on any coefficient module. …