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O(d+1, d+1) enhanced double field theory of bosonic string theory and half-maximal supergravities that is covariant under the T-duality group O(d, d

PLATO, KANT AND HEIDEGGER ON THE DUALITY OF THE UNIVERSE FROM THE STANDPOINT OF 21 ST CENTURY KNOWLEDGEPLATO, KANT AND HEIDEGGER ON THE DUALITY OF THE UNIVERSE FROM THE STANDPOINT OF 21 ST CENTURY

Представления редуктивных алгебр Ли and associated projection methods. Besides those of finite-dimensional cases, some infinite-dimensional algebras

SOLVING OPTIMAL CONTROL PROBLEMS OF DYNAMIC SYSTEMS IN INFINITE-DIMENSIONAL SPACES WITH SMALL PARAMETERS in infinite-dimensional spaces with small parameters. The control construction is based on the search for a

On the index of nonlocal elliptic operators for the group of dilations) nonlocal operator as an operator acting on the sections of infinite dimensional bundles on the orbit space

Immobile Indices and CQ-Free Optimality Criteria for Linear Copositive Programming Problems duality. © 2020, Springer Nature B.V.

Immobile indices and CQ-free optimality criteria for Linear Copositive Programming problems duality.

O(d+1, d+1) enhanced double field theory of bosonic string theory and half-maximal supergravities that is covariant under the T-duality group O(d, d

Hamilton equations for infinite-dimensional systems, and their variational equationsFor systems with infinitely many degrees of freedom, we establish a relationship between

Optimization problems for control of distributed resources algorithmically. The corresponding solution methods utilize duality theory and decomposition technique

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