Keywords: جبرهای دروغ; Quantum optics; Linear optics multiports; Group theory; Lie groups; Lie algebras;
مقالات ISI جبرهای دروغ (ترجمه نشده)
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Keywords: جبرهای دروغ; Integer partions; Combinatorial identities; Euler Pentagonal Number Theorem; Jacobi identity; Vertex operators; Lie algebras; Computer algebra algorithms;
Keywords: جبرهای دروغ; Weakly Hamiltonian actions; Integrable systems; Lie algebras; Poisson geometry; Real analytic functions;
Keywords: جبرهای دروغ; p-Groups; Isomorphism; Lie algebras; Filters;
Keywords: جبرهای دروغ; Fine gradings; Exceptional Jordan pairs; Lie algebras; Exceptional Jordan triple systems;
Keywords: جبرهای دروغ; Landau–Zener model; Lie algebras; Qubit; Environment; Quantum bath; Transition probability
Keywords: جبرهای دروغ; Tame/compatible almost complex structures; Symplectic forms; Lie algebras;
Keywords: جبرهای دروغ; Euler-Rodrigues formula; Quaternions; Exponential map; Lie groups; Lie algebras; Kinematics;
Keywords: جبرهای دروغ; Lie algebras; Buildings; Shadow spaces; Root groups
Keywords: جبرهای دروغ; Black branes; Black holes; Toda chains; Lie algebras; Polynomials;
Keywords: جبرهای دروغ; Deformations; Rigidity; Lie algebras; Implicit function theorems; Kuranishi space
Keywords: جبرهای دروغ; Lie algebras; Representation theory; Current Lie algebras;
A description of pseudo-bosons in terms of nilpotent Lie algebras
Keywords: جبرهای دروغ; primary; 47L60; 17B30; secondary; 17B60; 46K10; Pseudo-bosonic operators; Hilbert space; Schur multiplier; Lie algebras; Swanson model;
On the variety of 1-dimensional representations of finite W-algebras in low rank
Keywords: جبرهای دروغ; 17B10; 17B37; Lie algebras; W-algebras; Primitive ideals;
Cohomology of Lie algebras of polynomial vector fields on the line over fields of characteristic 2
Keywords: جبرهای دروغ; Cohomology; Lie algebras;
Singular blocks of restricted sl3
Keywords: جبرهای دروغ; Restricted enveloping algebras; Lie algebras;
Arithmetically-free group-gradings of Lie algebras: II
Keywords: جبرهای دروغ; Lie algebras; Group-gradings; Nilpotent; Higman; Identities in algebras;
Counterexample to a conjecture about braces
Keywords: جبرهای دروغ; primary; 16N20; 20D15; 81R50; secondary; 16T25; 12F10; 17B30; 17B60; Braces; IYB group; Bijective 1-cocycle; Radical rings; Hopf-Galois extensions; Nilpotent group; Lie algebras; LSA structures;
Liouville integrability: An effective Morales–Ramis–Simó theorem
Keywords: جبرهای دروغ; 37J30; 34A05; 68W30; 34M03; 34M15; 34M25; 17B45; 20G45; 32G81; 34M05; 37K10; 17B80; 70H06Hamiltonian systems; Ordinary differential equations; Complete integrability; Differential Galois theory; Computer algebra; Lie algebras
The classification of N-dimensional non-Lie Malcev algebras with (N-4)-dimensional annihilator
Keywords: جبرهای دروغ; 17D10; 17B56; 17D05; 17-08Malcev algebras; Lie algebras; Alternative algebras; Automorphism group
Classification of commutator algebras leading to the new type of closed Baker–Campbell–Hausdorff formulas
Keywords: جبرهای دروغ; Baker–Campbell–Hausdorff formula; Commutators; Lie algebras
ϕϵϕϵ-Coordinated modules for vertex algebras
Keywords: جبرهای دروغ; Vertex algebras; Formal group; Coordinated modules; Lie algebras; Novikov algebras
Classification of connected Hopf algebras of dimension p3p3 I
Keywords: جبرهای دروغ; 16T05; 17B60Connected Hopf algebras; Lie algebras; Positive characteristic
Extremal part of the PBW-filtration and nonsymmetric Macdonald polynomials
Keywords: جبرهای دروغ; 17B45; 20C08; 22E46; 33D52; 17B67Root systems; Lie algebras; Macdonald polynomials; Hecke algebras; Extremal weights; Demazure modules; Kostant partition function
SU(1,1)SU(1,1) coherent states for Dirac–Kepler–Coulomb problem in D+1D+1 dimensions with scalar and vector potentials
Keywords: جبرهای دروغ; Lie algebras; Coherent states; Dirac equation; Scalar–vector potentials; Higher dimensions
Non Abelian structures and the geometric phase of entangled qudits
Keywords: جبرهای دروغ; Geometric phases; Entanglement; Lie algebras;
Non-abelian cohomology of extensions of Lie algebras as Deligne groupoid
Keywords: جبرهای دروغ; Non-abelian cohomology; Extensions; Deligne groupoid; Lie algebras; Maurer-Cartan equation;
Controlling the Galois images in one-dimensional families of â-adic representations
Keywords: جبرهای دروغ; primary; 14H30; secondary; 22E60; 22E20; â-Adic representations of étale fundamental group; Lie algebras;
Verma modules over p-adic Arens-Michael envelopes of reductive Lie algebras
Keywords: جبرهای دروغ; p-Adic number theory; Representation theory; Lie algebras; BGG theory;
Lie identities on enveloping algebras of restricted Lie superalgebras
Keywords: جبرهای دروغ; 16R10; 16R40; 17B35; 17B50PI algebras; Lie algebras; Enveloping algebras; Lie identities
KW-sections for Vinbergʼs θ-groups of exceptional type
Keywords: جبرهای دروغ; Algebraic groups; Lie algebras; Automorphisms; Invariant theory; Pseudo-reflection groups
Connected Hopf algebras of dimension p2p2
Keywords: جبرهای دروغ; 16T05; 16S30Hopf algebras; Lie algebras; Connected; Coradically graded; Cocommutative
Homogeneous Einstein metrics on SU(n)SU(n)
Keywords: جبرهای دروغ; Einstein metrics; SU(n); Lie algebras; Manifolds
Lie Markov models
Keywords: جبرهای دروغ; Phylogenetics; Lie algebras; Representation theory; Symmetry; Markov chains
Some quantum optical states as realizations of Lie groups
Keywords: جبرهای دروغ; Lie algebras; Quantum states
The kinematic design of spatial, hybrid closed chains including planar parallelograms
Keywords: جبرهای دروغ; Kinematic design; Planar parallelogram; Spatial closed chains; Spatial parallel manipulators; Screw theory; Lie algebras
Balanced tripartite entanglement, the alternating group A4 and the lie algebra sl(3,ℂ)⊕u(1)
Keywords: جبرهای دروغ; entanglement; Lie algebras; quantum computation
Projective geometry from Poisson algebras
Keywords: جبرهای دروغ; Projective geometry; Poisson algebras; Lie algebras
Classification of Lie algebras with naturally graded quasi-filiform nilradicals
Keywords: جبرهای دروغ; Solvable; Lie algebras; Extensions
Quantum states as realizations of groups
Keywords: جبرهای دروغ; Lie groups; Lie algebras; Coherent states; Squeezed states; Intelligent states;
Configurations of points and strings
Keywords: جبرهای دروغ; Vector bundles; Zero-cycles; Configurations of points; Lie algebras; Higgs bundles
Highest-weight theory for truncated current Lie algebras
Keywords: جبرهای دروغ; Lie algebras; Kac–Moody Lie algebras; Virasoro algebra; Heisenberg algebra; Infinite-dimensional Lie algebra; Shapovalov determinant; Verma module; Polynomial Lie algebra; Takiff algebra; Current algebra; Exp-polynomial module
Filtrations and distortion in infinite-dimensional algebras
Keywords: جبرهای دروغ; Algebras given by generators and defining relations; Associative algebras; Lie algebras;
Integrable perturbations of the N-dimensional isotropic oscillator
Keywords: جبرهای دروغ; Harmonic oscillator; Perturbations; Integrable systems; Lie algebras; Coalgebras; Casimir functions; N-dimensional
On sufficient and necessary conditions for linearity of the transverse Poisson structure
Keywords: جبرهای دروغ; 53D17; 22E60Poisson manifolds; Lie algebras
A complete description of all the infinitesimal deformations of the Lie superalgebra Ln,m
Keywords: جبرهای دروغ; 17B30; 17B56; Lie algebras; Lie superalgebras; Cohomology; Deformation; Nilpotent; Filiform;
Integrable Hénon-Heiles Hamiltonians: A Poisson algebra approach
Keywords: جبرهای دروغ; Hénon-Heiles; Perturbations; Integrable systems; Lie algebras; Poisson coalgebras; Casimir functions; N-dimensional;
Lie Theory: Applications to problems in Mathematical Finance and Economics
Keywords: جبرهای دروغ; Mathematical Finance; Multidimensional screening problem; Technical progress; Holotheticity; Lie groups; Lie algebras
Computing the Baker–Campbell–Hausdorff series and the Zassenhaus product
Keywords: جبرهای دروغ; 02.10.-v; 02.60.PnBaker–Campbell–Hausdorff series; Zassenhaus product; Lie groups; Lie algebras
Flux Hamiltonians, Lie algebras, and root lattices with minuscule decorations
Keywords: جبرهای دروغ; Lattice gauge theory; Quantum magnetism; Large N Heisenberg model; Lie algebras; Flux phases