Results 21 to 30 of about 13,126,193 (259)
A New Approach to Braided T-Categories and Generalized Quantum Yang–Baxter Equations
We introduce and study a large class of coalgebras (possibly (non)coassociative) with group-algebraic structures Hopf (non)coassociative group-algebras.
Senlin Zhang, Shuanhong Wang
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A short history of algebraic statistics [PDF]
In algebraic statistics, computational techniques from algebraic geometry become tools to address statistical problems. This, in turn, may prompt research in algebraic geometry. The basic ideas at the core of algebraic statistics will be presented. In
Eva Riccomagno, Riccomagno, Eva
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This article describes an algorithm for obtaining a non-negative basic solution of a system of linear algebraic equations. This problem, which undoubtedly has an independent interest, in particular, is the most time-consuming part of the famous simplex ...
Gleb D. Stepanov
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In this work, a nonlinear singular variable-order fractional Emden–Fowler equation involved with derivative with non-singular kernel (in the Atangana–Baleanu–Caputo type) is introduced and a computational method is proposed for its numerical solution ...
M. H. Heydari, Z. Avazzadeh, A. Atangana
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In the paper, we consider interrelated algebraic equations and Volterra linear integral equations of the first and second kind with variable limits of integration, where the lower limit of integration is strictly less than the upper limit for any values ...
M.N. Botoroeva, M. V. Bulatov
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On the solution of the convolution equation with a sum-difference kernel
The paper deals with the integral equations of the second kind with a sumdifference kernel. These equations describe a series of physical processes in a medium with a reflective boundary.
Ani G Barseghyan
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Algebraic theory of quantum synchronization and limit cycles under dissipation
Synchronization is a phenomenon where interacting particles lock their motion and display non-trivial dynamics. Despite intense efforts studying synchronization in systems without clear classical limits, no comprehensive theory has been found. We develop
Berislav Buca, Cameron Booker, Dieter Jaksch
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Counting Solutions to Discrete Non-Algebraic Equations Modulo Prime Powers
17 pages; Senior Thesis, Rose-Hulman Institute of ...
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This study investigates the types and underlying causes of students’ errors when evaluating non-routine algebraic problems that present procedurally plausible but logically invalid solution steps.
Anugrah Tegar Putra Farabibah +1 more
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This paper presents the introduction of two novel equation types: the partial hesitant fuzzy equation and the half hesitant fuzzy equation. Additionally, an efficient method is proposed to solve these equations by defining four solution categories ...
Fatemeh Babakordi +1 more
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