Higher coeffcients in asymptotic expansion of the heat kernel

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概要

• 論文の詳細を見る
• 熊本大学の論文
• 2004-12-01

著者

• Kubota Shin-ichiro

  Center For Multimedia And Information Technologies Kumamoto University

• HIGASHIDA Yoji

  Takuma National College of Technology

• Kamo Yuki

  Radioisotope Center Kyushu University

• Tokuo Shoshi

  Department Of Physics Kumamoto University

• Higasida Yoji

  Takuma National College Of Technology

• Yajima S

  Department Of Physics Kumamoto University

• Yajima Satoshi

  Research Institute For Theoretical Physics Hiroshima University

関連論文

• An Irreducible Form of Gamma Matrices for HMDS Coefficients of the Heat Kernel in Higher Dimensions(Particles and Fields)
• Analyses of Resonances in 4- and 5-Neutrino Oscillations in Matter(Particles and Fields)
• Calculation of lorentz anomaly in 4 dimensions
• Studies of resonance conditions on neutrino oscillations in matter
• Contributions of four-gravitino interactions to weyl anomaly in d =4,N = 1 supergravity
• Higher coeffcients in asymptotic expansion of the heat kernel
• Matter effect for four-neutrino oscillations
• Asymptotic expansion coefficients in riemannian space with the chiral U(1) gauge field as torsion
• Gravitational anomalies with curl-vanshing torsion
• Heat cernel of second order elliptic differential operator in riemann-cartan space
• The irreducible forms of HMDS coefficients in the presence of various non-abelian fields d = 4 riemannian spacetime
• On a relation between masses of higgs boson from two mass matrices in gauge theory
• On Relation between representations of q-harmonic oscillators and U_q(U(n))
• Mixed Anomalies in 4 and 6 Dimensional Space with Torsion
• Anomalies in Four-Dimensional Curved Space with Torsion : Particles and Fields
• Covariant Lorentz Anomalies in Higher Dimensional Space : Particles and Fields

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