Algebraic structures—such as groups, rings, modules, Lie algebras and their generalisations—provide a unifying language for diverse areas of mathematics and theoretical physics. Cohomological methods ...
Algebraic structures, encompassing groups, rings and various classes of associative and nonassociative algebras, provide a unifying framework for symmetries and operations across mathematics and ...
A research team of mathematicians and computer scientists has used machine learning to reveal new mathematical structure within the theory of finite groups. By training neural networks to recognise ...
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