Publication data of Yamanaka, Itaru: Link to Inspire

Created with Highcharts 9.0.1CitationsCitationsw/o self-citaionself-citaion1985199019952000200520102015202020250100200300400500
Created with Highcharts 9.0.1Publicationspublications per yearPublicationsPublications per yearCumulative publications198519901995200020052010201520202025061218243001.22.43.64.86
Created with Highcharts 9.0.1h-indexh-indexh-indexh-index w/o self-citaion1985199019952000200520102015202020250246810
Created with Highcharts 9.0.1CitationsBreakdown of Most Cited PapersrestA Nonperturbative approach to 4-d quantum field theories: Quantization of the selfdual Yang-Mills systemA Nonperturbative approach to 4-d quantum field theories: Quantization of t…A Canonical and quantum formulation of the selfdual Yang-Mills system: Algebras and hierarchiesA Canonical and quantum formulation of the selfdual Yang-Mills system: Alge…Conserved nonlocal charge and Yangian algebras in the quantum selfdual Yang-Mills systemConserved nonlocal charge and Yangian algebras in the quantum selfdual Ya…Quantum field theories in terms of group valued fieldsThe KZ equation and the quantum group difference equation in quantum selfdual Yang-Mills theoryThe KZ equation and the quantum group difference equation in quantum sel…Local monodromy R(T)TT = TTR(T) and Yangian algebras in self-dual Yang-Mills theoryLocal monodromy R(T)TT = TTR(T) and Yangian algebras in self-dual Yang-Mill…EQUIVALENCE OF DEGENERATE (SUPER) CONFORMAL MODELSConserved monodromy R(T) T0 T0 = T0 T0 R(T) algebra in the quantum selfdual Yang-Mills systemConserved monodromy R(T) T0 T0 = T0 T0 R(T) algebra in the quantum self…Bimodule properties of group valued local fields and quantum group difference equationsBimodule properties of group valued local fields and quantum group differen…PRIMARY FIELDS IN A UNITARY REPRESENTATION OF VIRASORO ALGEBRASSolvable Quantum Field Theories and Polynomial Conserved Quantities for Quantum Nonlinear Schrodinger EquationSolvable Quantum Field Theories and Polynomial Conserved Quantities for Qu…Quantization of the selfdual Yang-Mills system: Exchange algebras and local quantum group in four-dimensional quantum field theoriesQuantization of the selfdual Yang-Mills system: Exchange algebras and local q…Quantization of the selfdual Yang-Mills system: Algebras and hierarchyExtended Conformal Algebra With $N=2$ SupersymmetryField Theoretical Construction of an Infinite Set of Quantum Commuting Operators Related With Soliton EquationsField Theoretical Construction of an Infinite Set of Quantum Commuting Oper…Vertex Operators for a Bosonic StringSupervirasoro Algebra and Solvable Supersymmetric Quantum Field TheoriesExtended Conformal Algebras With $N=1$ SupersymmetryVirasoro Algebra, Vertex Operators, Quantum {Sine-Gordon} and Solvable Quantum Field TheoriesVirasoro Algebra, Vertex Operators, Quantum {Sine-Gordon} and Solvable Q…1985199019952000200520102015202020250100200300400500
Created with Highcharts 9.0.1Fraction [%]Breakdown of Most Cited Papers (Fraction)A Nonperturbative approach to 4-d quantum field theories: Quantization of the selfdual Yang-Mills systemA Nonperturbative approach to 4-d quantum field theories: Quantization of t…A Canonical and quantum formulation of the selfdual Yang-Mills system: Algebras and hierarchiesA Canonical and quantum formulation of the selfdual Yang-Mills system: Alge…Conserved nonlocal charge and Yangian algebras in the quantum selfdual Yang-Mills systemConserved nonlocal charge and Yangian algebras in the quantum selfdual Ya…Quantum field theories in terms of group valued fieldsThe KZ equation and the quantum group difference equation in quantum selfdual Yang-Mills theoryThe KZ equation and the quantum group difference equation in quantum sel…Local monodromy R(T)TT = TTR(T) and Yangian algebras in self-dual Yang-Mills theoryLocal monodromy R(T)TT = TTR(T) and Yangian algebras in self-dual Yang-Mill…EQUIVALENCE OF DEGENERATE (SUPER) CONFORMAL MODELSConserved monodromy R(T) T0 T0 = T0 T0 R(T) algebra in the quantum selfdual Yang-Mills systemConserved monodromy R(T) T0 T0 = T0 T0 R(T) algebra in the quantum self…Bimodule properties of group valued local fields and quantum group difference equationsBimodule properties of group valued local fields and quantum group differen…PRIMARY FIELDS IN A UNITARY REPRESENTATION OF VIRASORO ALGEBRASSolvable Quantum Field Theories and Polynomial Conserved Quantities for Quantum Nonlinear Schrodinger EquationSolvable Quantum Field Theories and Polynomial Conserved Quantities for Qu…Quantization of the selfdual Yang-Mills system: Exchange algebras and local quantum group in four-dimensional quantum field theoriesQuantization of the selfdual Yang-Mills system: Exchange algebras and local q…Quantization of the selfdual Yang-Mills system: Algebras and hierarchyExtended Conformal Algebra With $N=2$ SupersymmetryField Theoretical Construction of an Infinite Set of Quantum Commuting Operators Related With Soliton EquationsField Theoretical Construction of an Infinite Set of Quantum Commuting Oper…Vertex Operators for a Bosonic StringSupervirasoro Algebra and Solvable Supersymmetric Quantum Field TheoriesExtended Conformal Algebras With $N=1$ SupersymmetryVirasoro Algebra, Vertex Operators, Quantum {Sine-Gordon} and Solvable Quantum Field TheoriesVirasoro Algebra, Vertex Operators, Quantum {Sine-Gordon} and Solvable Q…1985199019952000200520102015202020250255075100
Created with Highcharts 9.0.1Citations/1 YearCitations/PeriodCitations / 1 YearMoving average19851990199520002005201020152020202501020304050