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Inhalt
Häufige Begriffe und Wortgruppen1-forms A C Zd adjoint analyze associated assumption Bakry-Emery Cauchy-Schwarz Chapter compact resolvent computation condition consequently context convergence corresponding covariance decay estimates defined denote DeStl differential domain eigenfunction eigenvalue eigenvector equation essential spectrum essentially selfadjoint example Exercise exp(u(t explicit formula Friedrichs extension function given gives harmonic approximation harmonic oscillator Hess Hilbert space identity introduce Ising model Laplace integrals largest eigenvalue Lemma lower bound lowest eigenvalue measure minima Note observe obtain orthonormal basis parameters particular Perron-Frobenius Theorem phase Poincare inequality presented problem proof prove quadratic recall Remark riemannian manifold satisfies Schrodinger operator Section selfadjoint extension selfadjoint operator semi-classical analysis single spin Sjostrand Sobolev Sobolev space spectral spectral theory statistical mechanics strictly positive sublemma symmetric operator tends to oo Theorem theory thermodynamic limit trace class transfer matrix transfer operator uniform decay upper bound variable Witten Laplacian xmin Verweise auf dieses BuchAus Google ScholarSobolev inequalities for probability measures on the real lineF Barthe, C Roberto - 2003 - STUDIA MATHEMATICA Quantitative analysis of metastability in reversible diffusion ...Bernard Helffer, Francis Nier Isoperimetry between exponential and GaussianF Barthe, Laboratoire de Statistique et Probabilites, P Cattiaux, MODAL’X Equipe, UFR SEGMI, C ... On the spectrum of semi-classical Witten-Laplacians and ...Oliver Matte, Jacob Schach Møller Referenzen von WebseitenSEMICLASSICAL ANALYSIS, WITTEN LAPLACIANS, AND STATISTICAL MECHANICS book semiclassical analysis, witten laplacians and statistical ... Bibliografische Informationen
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