Publication data of Avramidi, Ivan G.: Link to Inspire

Created with Highcharts 9.0.1CitationsCitationsw/o self-citaionself-citaion1985199019952000200520102015202020250500100015002000
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Created with Highcharts 9.0.1CitationsBreakdown of Most Cited PapersrestHeat kernel asymptotics of operators with nonLaplace principal partCovariant algebraic calculation of the one loop effective potential in nonAbelian gauge theory and a new approach to stability problemCovariant algebraic calculation of the one loop effective potential in nonAbeli…A New algebraic approach for calculating the heat kernel in quantum gravityCovariant techniques for computation of the heat kernelCovariant algebraic method for calculation of the low-energy heat kernelBoundary operators in Euclidean quantum gravityThe Nonlocal Structure of the One Loop Effective Action via Partial Summation of the Asymptotic ExpansionThe Nonlocal Structure of the One Loop Effective Action via Partial Summatio…A New algebraic approach for calculating the heat kernel in gauge theoriesNew invariants in the one loop divergences on manifolds with boundaryCovariant Studies of Nonlocal Structure of Effective Action. (In Russian)Background field calculations in quantum field theory (vacuum polarization)Lack of strong ellipticity in Euclidean quantum gravityHeat kernel approach in quantum field theoryGauge theories on manifolds with boundaryThe Covariant technique for the calculation of the heat kernel asymptotic expansionThe Covariant technique for the calculation of the heat kernel asymptotic ex…Heat kernel and quantum gravityCovariant methods for the calculation of the effective action in quantum field theory and investigation of higher derivative quantum gravityCovariant methods for the calculation of the effective action in quantum field…The Covariant Technique for Calculation of One Loop Effective ActionASYMPTOTIC FREEDOM IN HIGHER DERIVATIVE QUANTUM GRAVITY1985199019952000200520102015202020250500100015002000
Created with Highcharts 9.0.1Fraction [%]Breakdown of Most Cited Papers (Fraction)Heat kernel asymptotics of operators with nonLaplace principal partCovariant algebraic calculation of the one loop effective potential in nonAbelian gauge theory and a new approach to stability problemCovariant algebraic calculation of the one loop effective potential in nonAbeli…A New algebraic approach for calculating the heat kernel in quantum gravityCovariant techniques for computation of the heat kernelCovariant algebraic method for calculation of the low-energy heat kernelBoundary operators in Euclidean quantum gravityThe Nonlocal Structure of the One Loop Effective Action via Partial Summation of the Asymptotic ExpansionThe Nonlocal Structure of the One Loop Effective Action via Partial Summatio…A New algebraic approach for calculating the heat kernel in gauge theoriesNew invariants in the one loop divergences on manifolds with boundaryCovariant Studies of Nonlocal Structure of Effective Action. (In Russian)Background field calculations in quantum field theory (vacuum polarization)Lack of strong ellipticity in Euclidean quantum gravityHeat kernel approach in quantum field theoryGauge theories on manifolds with boundaryThe Covariant technique for the calculation of the heat kernel asymptotic expansionThe Covariant technique for the calculation of the heat kernel asymptotic ex…Heat kernel and quantum gravityCovariant methods for the calculation of the effective action in quantum field theory and investigation of higher derivative quantum gravityCovariant methods for the calculation of the effective action in quantum field…The Covariant Technique for Calculation of One Loop Effective ActionASYMPTOTIC FREEDOM IN HIGHER DERIVATIVE QUANTUM GRAVITY1985199019952000200520102015202020250255075100
Created with Highcharts 9.0.1Citations/1 YearCitations/PeriodCitations / 1 YearMoving average1985199019952000200520102015202020250255075100125