Hiroshima, Fumio
Hiroshima, Fumio
Faculty of Mathematics, Kyushu University
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Cited by
Cited by
Feynman-Kac-type theorems and Gibbs measures on path space
J Lörinczi, F Hiroshima, V Betz
Feynman-Kac-Type Theorems and Gibbs Measures on Path Space, 2011
Self-adjointness of the Pauli-Fierz Hamiltonian for arbitrary values of coupling constants
F Hiroshima
Annales Henri Poincaré 3 (1), 171-201, 2002
Ground states of a model in nonrelativistic quantum electrodynamics. II
F Hiroshima
Journal of Mathematical Physics 41 (2), 661-674, 2000
On the absence of eigenvectors of Hamiltonians in a class of massless quantum field models without infrared cutoff
A Arai, M Hirokawa, F Hiroshima
Journal of functional analysis 168 (2), 470-497, 1999
Enhanced binding through coupling to a quantum field
F Hiroshima, H Spohn
Annales Henri Poincaré 2 (6), 1159-1187, 2001
Essential Self-Adjointness of Translation-Invariant Quantum Field Models for Arbitrary Coupling Constants
F Hiroshima
Communications in Mathematical Physics 211 (3), 585-613, 2000
Ground state for point particles interacting through a massless scalar Bose field
M Hirokawa, F Hiroshima, H Spohn
Advances in Mathematics 191 (2), 339-392, 2005
Functional integral representation of a model in quantum electrodynamics
F Hiroshima
Reviews in Mathematical Physics 9 (04), 489-530, 1997
Ground state properties of the Nelson Hamiltonian: a Gibbs measure-based approach
V Betz, F Hiroshima, J Lőrinczi, RA Minlos, H Spohn
Reviews in Mathematical Physics 14 (02), 173-198, 2002
Path integral representation for Schrödinger operators with Bernstein functions of the Laplacian
F Hiroshima, T Ichinose, J Lőrinczi
Reviews in Mathematical Physics 24 (06), 1250013, 2012
Ground state degeneracy of the Pauli-Fierz Hamiltonian inlcuding spin
F Hiroshima, H Spohn
Adv. Theor. Math. Phys. 5 (2001), 1091-1104, 2002
Multiplicity of ground states in quantum field models: applications of asymptotic fields
F Hiroshima
Journal of Functional Analysis 224 (2), 431-470, 2005
Ground states of a model in nonrelativistic quantum electrodynamics. I
F Hiroshima
Journal of Mathematical Physics 40 (12), 6209-6222, 1999
Note on the spectrum of discrete Schr\" odinger operators
F Hiroshima, I Sasaki, T Shirai, A Suzuki
arXiv preprint arXiv:1209.0522, 2012
Ground states and spectrum of quantum electrodynamics of nonrelativistic particles
F Hiroshima
Transactions of the American Mathematical Society 353 (11), 4497-4528, 2001
Scaling limit of a model of quantum electrodynamics
F Hiroshima
Journal of mathematical physics 34 (10), 4478-4518, 1993
Functional integral approach to semi-relativistic Pauli–Fierz models
F Hiroshima
Advances in Mathematics 259, 784-840, 2014
Ultraviolet renormalization of the Nelson Hamiltonian through functional integration
M Gubinelli, F Hiroshima, J Lőrinczi
Journal of Functional Analysis 267 (9), 3125-3153, 2014
Spin-boson model through a Poisson-driven stochastic process
M Hirokawa, F Hiroshima, J Lőrinczi
Mathematische Zeitschrift 277 (3), 1165-1198, 2014
Mass renormalization in nonrelativistic quantum electrodynamics
F Hiroshima, H Spohn
Journal of mathematical physics 46 (4), 042302, 2005
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