Abstract: This work investigated the post-quantum digital signature algorithm based on Finite Non-commutative Associative Algebras and also provides a brief analytical overview of certain post-quantum ...
Functor theory - Explores the concept of exact categories and the theory of derived functors, building upon earlier work by Buchsbaum. Freyd investigates how properties and statements applicable to ...
The prediction of protein-nucleic acid binding affinity is a critical challenge in biology and drug discovery. Accurate machine learning predictions rely on deciphering both intermolecular and ...
Abstract: In this paper we introduce and study the algebraic generalization of non commutative convolutional neural networks. We leverage the theory of algebraic signal processing to model ...
Thank you so much for helping us close out our 2025 fundraiser. With your support, we'll accomplish even more in 2026. Have a wonderful New Year, and enjoy the archive! By submitting, you agree to ...
Contributor Internet Archive Language English Item Size 1.6G 1 online resource (x, 586 pages) : Computational Commutative Algebra 2 is the natural continuation of Computational Commutative Algebra 1 ...
Algebraic geometry is a classical subject with a modern face that studies geometric objects defined by polynomial equations in several variables. The course introduces the basic objects in algebraic ...
The course builds on MAT4530 – Algebraic Topology I and MAT4540 – Algebraic Topology II. The content will vary, but can include finer points of unstable or stable homotopy theory, or the interaction ...
A wide range of morphologies, such as dipyramids, rods, plates, and their truncated variants with more than one type of facet, are experimentally observed in tetragonal systems. In many cases, the ...
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