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Categorical framework for quantum-resistant zero-trust AI security. [PDF]
Cherkaoui I, Clarke C, Horgan J, Dey I.
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Universal quantum computation using Ising anyons from a non-semisimple topological quantum field theory. [PDF]
Iulianelli F, Kim S, Sussan J, Lauda AD.
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Surface roughness profile separation using singular spectrum analysis. [PDF]
Pang Z, Gan X, Kong M.
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Most totally real fields do not have universal forms or the Northcott property. [PDF]
Daans N +4 more
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Pattern Recognition Letters, 1984
Summary: The Universal Imaging Algebra is introduced as a many sorted algebra. This algebra involves numerous new and conventional operators useful in image analysis and recognition. Among the operators defined and illustrated are translation, thresholding, erosion, counting, and the covariance function.
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Summary: The Universal Imaging Algebra is introduced as a many sorted algebra. This algebra involves numerous new and conventional operators useful in image analysis and recognition. Among the operators defined and illustrated are translation, thresholding, erosion, counting, and the covariance function.
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1992
Abstract This chapter is an introduction to the primary concepts, constructions and results about algebras, their isomorphism and axiomatization. As with other chapters in this Handbook, it is composed with the aims of teaching the mathematical theory and explaining its relevance to problems in computer science.
K Meinke, J V Tucker
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Abstract This chapter is an introduction to the primary concepts, constructions and results about algebras, their isomorphism and axiomatization. As with other chapters in this Handbook, it is composed with the aims of teaching the mathematical theory and explaining its relevance to problems in computer science.
K Meinke, J V Tucker
openaire +2 more sources

