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Maximality and minimality under limitwise monotonic reducibility© 2014, Pleiades Publishing, Ltd. In the paper we study the maximal and minimal objects under Σ
Lie algebras and algebras of associative typeIn the paper, some properties of algebras of associative type are studied, and these properties
Lifting a weak Poisson bracket to the algebra of formsWe detail the construction of a weak Poisson bracket over a submanifold Σ of a smooth manifold M
Associative n-Tuple algebrasIn the paper,we study algebras having n bilinearmultiplication operations [Inline
Conformal twists, Yang-Baxter σ-models & holographic noncommutativity), we present a compendium of σ-models associated with integrable deformations of AdS5generated
Yang-Baxter σ -models, conformal twists, and noncommutative Yang-Mills theory© 2017 American Physical Society.The Yang-Baxter σ-model is a systematic way to generate integrable
Lie algebras and algebras of associative typeIn the paper, some properties of algebras of associative type are studied, and these properties
Nilpotency of n-tuple Lie algebras and associative n-tuple algebrasWe obtain conditions for the nilpotency of finite-dimensional n-tuple Lie algebras and finite
Characterization of central elements of operator algebras by inequalities elements in von Neumann algebras and C*-algebras.
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