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- Wegner estimates and localization for Gaussian random potentials
- Lower Bounds for the Spectra of Schrodinger Operators with Magnetic Fields 3
- Simple examples of Lifschitz tails in Gaussian random magnetic fields Naomasa UEKI
- A PROBABILISTIC CONSTRUCTION OF THE HEAT KERNEL @NEUMANN PROBLEM ON A STRONGLY
- Applications of the theory of the metaplectic representation to quadratic Hamiltonians on the twodimensional Euclidean space 1
- Asymptotics of the Infimum of the Spectrum of Schrodinger Operators with Magnetic Fields 3
- LIFSCHITZ TAIL OF A RANDOM PAULI HAMILTONIAN WITH AN ANOMALOUS
- A PROBABILISTIC APPROACH TO THE HEAT EQUATION @NEUMANN PROBLEM
- Hypoellipticity for the @Neumann problem on certain domains with infinite degeneracy
- Estimates on the heat kernel of the Pauli Hamiltonian and its application to problems on hypoellipticity of the @ b -Laplacian
- On the integrated density of states of random Pauli Hamiltonians Naomasa Ueki
- Wegner estimate and localization for random magnetic Naomasa Ueki
- ON SPECTRA OF RANDOM SCHR ODINGER OPERATORS
- Asymptotic expansion of stochastic oscillatory integrals with rotation invariance
- Volume 120, Number 1 (1994), in the article ``Lower bounds for the spectra of the Schrodinger operators with magnetic fields,'' by Naomasa Ueki, pages 344--379.
- RECENT APPLICATIONS OF KOTANI THEORY DAVID DAMANIK
- Abstract We consider the Schrodinger operator with Poisson type random potential given by
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- Spectra of Random Operators and Related Topics December 2-4, 2009
- Interacting Brownian motions related to random matrices Graduate School of Mathematics, Kyushu University, Hirofumi OSADA
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- ON THE MULTIPLE POINTS OF RANDOM WALKS Yuji Hamana (Kumamoto University)
- Wegner estimate for Gaussian random magnetic fields Naomasa Ueki
- Voters and spins on the mathematics of fair representation
- 2003 # 10 # 1 # 8 ZZ
- Quantum behavior of the integrated density of states for the uniform magnetic field and a randomly per-
- Spectral Analysis of Schr"odinger Operators with Magnetic Fields
- Finite dimensional determinants as characteristic functions of quadratic Wiener
- A PROBABILISTIC CONSTRUCTION OF THE HEAT KERNEL FOR THE @~-NEUMANN PROBLEM ON A STRONGLY
- Asymptotics of the Infimum of the Spectrum of Schr"odinger Operators with Magnetic Fields*
- ON SPECTRA OF RANDOM SCHRO"DINGER OPERATORS WITH MAGNETIC FIELDS
- Fractional Brown ########### It^o ####### 1._fBm_####_[1,_2]_ # BHt# Hurst parameter H 2 (0, 1) # fractional Brown ## *
- The integrated density of states of random Pauli Hamiltonians
- ######### ########### ## (2003.9.29-10.1 ####) Malliavin ######### Brown #######
- Wegner estimate and localization for random magnetic Naomasa Ueki
- Hypoellipticity for the @-Neumann problem on certain domains with infinite degeneracy
- A PROBABILISTIC APPROACH TO THE HEAT EQUATION FOR THE ~@-NEUMANN PROBLEM
- Wegner estimates and localization for Gaussian random potentials
- Estimates on the heat kernel of the Pauli Hamiltonian and its application to problems on hypoellipticity of the @b -Laplacian
- ## Dirichlet ## (E, F) #### F \ L1 ## f ######## ~# Z
- G = Lie #, g = G # Lie # dm = G # Haar ## , d~ = G ###### , ~1 = ~ # ####
- Simple examples of Lifschitz tails in Gaussian random magnetic fields by
- LIFSCHITZ TAIL OF A RANDOM PAULI HAMILTONIAN WITH AN ANOMALOUS
- ################ Sobolev ###* # ##y # ## ##z (#########)
- Lower Bounds for the Spectra of Schr"odinger Operators with Magnetic Fields*
- # Littlewood-Paley-Stein ### * ## ##y ###############)
- Classical and quantum behavior of the integrated density of states for a randomly perturbed lat-
- Support theorem in p-variation and the positivity of the density
- Wegner estimate for Gaussian random magnetic fields Naomasa Ueki
- On the integrated density of states of random Pauli Hamiltonians Naomasa Ueki
- Volume 120, Number 1 (1994), in the article "Lower bounds for the spectra of the Schr"odinger operators with magnetic fields," by Naomasa Ueki, pages 344-37*
- Asymptotic expansion of stochastic oscillatory integrals with rotation invariance
- 2 Dimensional O(N) Spin Model and Localization Type Problems
- Classical and quantum behavior of the integrated density of states for a randomly perturbed lat-
- Old and new tales about Lifshitz tails Werner Kirsch, Ruhr-Universitat Bochum, Germany
- Singularity of Solutions to Schrodinger Equations Shu Nakamura
- The distribution of eigenfunctions in the Anderson model Fumihiko Nakano (Kochi University) 1
- Report on talk given at the conference "Spectral Theory of Random Operators and Related Fields in Probability Theory" held at the Kyoto
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- 10:0010:50 Lifschitz tails for the uniform magnetic field and a randomly perturbed lattice
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