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TypeAuthor(s)TitleOther TitlesCitationCitation(alt)Issue Date
bulletin (article)Arai, AsaoInfinite Dimensional Analysis on an Exterior Bundle and Supersymmetric Quantum Field Theory-Hokkaido University technical report series in mathematics北海道大学数学講究録1-Jan-1994
articleArai, AsaoProperties of the Dirac-Weyl operator with a strongly singular gauge potential-Journal of Mathematical Physics-Mar-1993
articleArai, AsaoMomentum operators with gauge potentials, local quantization of magnetic flux, and representation of canonical commutation relations-Journal of Mathematical Physics-Oct-1992
articleArai, Asao; Ogurisu, OsamuMeromorphic N=2 Wess-Zumino supersymmetric quantum mechanics-Journal of Mathematical Physics-Sep-1991
articleArai, AsaoA theorem on essential self-adjointness with application to Hamiltonians in nonrelativistic quantum field theory-Journal of Mathematical Physics-Aug-1991
articleArai, AsaoLong-time behavior of an electron interacting with a quantized radiation field-Journal of Mathematical Physics-Aug-1991
articleArai, AsaoNoninvertible Bogoliubov transformations and instability of embedded eigenvalues-Journal of Mathematical Physics-Jul-1991
articleArai, AsaoAn asymptotic analysis and its application to the nonrelativistic limit of the Pauli–Fierz and a spin-boson model-Journal of Mathematical Physics-Nov-1990
articleArai, AsaoOn the degeneracy in the ground state of the N=2 Wess–Zumino supersymmetric quantum mechanics-Journal of Mathematical Physics-Dec-1989
articleArai, AsaoLong-time behavior of two-point functions of a quantum harmonic oscillator interacting with bosons-Journal of Mathematical Physics-Jun-1989
articleArai, AsaoExistence of infinitely many zero-energy states in a model of supersymmetric quantum mechanics-Journal of Mathematical Physics-May-1989
articleArai, AsaoSupersymmetric embedding of a model of a quantum harmonic oscillator interacting with infinitely many bosons-Journal of Mathematical Physics-Feb-1989
bulletin (article)Arai, A.Path Integral Representation of the Index of Kahler-Dirac Operators on an Infinite Dimensional Manifold-Hokkaido University Preprint Series in Mathematics-Jun-1987
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