Results 61 to 70 of about 4,616 (166)
A Global Kam-Theorem: Monodromy in Near-Integrable Perturbations of Spherical Pendulum
The KAM Theory for the persistence of Lagrangean invariant tori in nearly integrable Hamiltonian systems is lobalized to bundles of invariant tori. This leads to globally well-defined conjugations between near-integrable systems and their integrable ...
Henk W. Broer
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Direct linearization approach to discrete integrable systems associated with ℤ𝒩 graded Lax pairs. [PDF]
Fu W.
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Lectures on Classical Integrable Systems and Gauge Field Theories
In these lectures we consider Hitchin integrable systems and their relations with the self-duality equations and twisted super-symmetric Yang-Mills theory in four dimension.
M. Olshanetsky
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On dual regime in Yang-Baxter deformed O(2N) sigma models
In this paper, we explore a new class of integrable sigma models, which we refer to as the “dual regime” of Yang-Baxter (YB) deformed O(2N) sigma models. This dual regime manifests itself in the conformal perturbation approach.
Alexey Bychkov, Alexey Litvinov
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A time scale is a special measure chain that can unify continuous and discrete spaces, enabling the construction of integrable equations. In this paper, with the Lax operator generated by the displacement operator, N-dimensional lattice integrable ...
Yong Fang +3 more
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Systems of integrable derivations
Let A be a commutative k-algebra, with k a subring of A. We give the definition of n-dimensional differentiation of A over k which formally extends the known one of unidimensional differentiation and we study the group of all n-dimensional ...
Vittoria Bonanzinga
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Open problems, questions and challenges in finite- dimensional integrable systems. [PDF]
Bolsinov A +3 more
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Entanglement and thermodynamics after a quantum quench in integrable systems. [PDF]
Alba V, Calabrese P.
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Direct linearizing transform for three-dimensional discrete integrable systems: the lattice AKP, BKP and CKP equations. [PDF]
Fu W, Nijhoff FW.
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