Zobrazeno 1 - 8
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pro vyhledávání: '"Michael Eckhoff"'
Autor:
Michael Eckhoff, Joshua Tadlock
Publikováno v:
Journal of Orthopaedic Business. 2:1-3
Intro: Medicaid is an important means of health care insurance for millions of people in the United States and 49.5% of Medicaid patients are children. . Reimbursements in Medicaid have been shown to be a limiting factor in access to health care in p
Autor:
Ralf Blank, Uta Kleine, Felicitas Schmieder, Lena Asrih, Michael Baales, Jochen Becker, Jens Bergmann, Burkhard Beyer, Eva Cichy, Gerd Dapprich, Michael Eckhoff, Fabian Fechner, Jörg Fritzsche, Ralf Peter Fuchs, Friedrich Wilhelm Geiersbach, Johannes Hartenstein, Wolfgang Heuschen, Frank Hillebrandt, Anke Hufschmidt, Hubert Köhler, Mirjam Kötter, Andreas Korthals, Ludolf Kuchenbuch, Christine Kracht, Rouven Lotz, Stephanie Marra, Günter Müller, Wolfgang Müller, Eva Ochs, Jörg Orschiedt, Stefan Pätzold, Karsten-Thilo Raab, Uwe Schledorn, Arthur Schlegelmilch, Jennifer Schmalenbach, Dennis Schmidt, Barbara Schneider, Birgit Schulte, Thomas Sokoll, Gerhard E. Sollbach, Daniel Syrbe, Thomas Walter, Hubertus Wolzenburg, Manuel Zeiler, Diana Zunker
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::d934f1a790dc2a448f1928c5a31b9034
https://doi.org/10.30965/9783657791972
https://doi.org/10.30965/9783657791972
Publikováno v:
Journal of the European Mathematical Society. :399-424
We develop a potential theoretic approach to the problem of metastability for reversible diffusion processes with generators of the form -epsilonDelta+ delF(.) del on R-d or subsets of R-d, where F is a smooth function with finitely many local minima
Publikováno v:
Communications in Mathematical Physics. 228:219-255
We study a large class of reversible Markov chains with discrete state space and transition matrix PN. We define the notion of a set of metastable points as a subset of the state space ΓN such that (i) this set is reached from any point x∈ΓN with
Publikováno v:
Probability Theory and Related Fields. 119:99-161
We study a class of Markov chains that describe reversible stochastic dynamics of a large class of disordered mean field models at low temperatures. Our main purpose is to give a precise relation between the metastable time scales in the problem to t
Publikováno v:
Journal of Physics A: Mathematical and General. 33:L447-L451
In this letter we announce rigorous results that elucidate the relation between metastable states and low-lying eigenvalues in Markov chains in a much more general setting and with considerable greater precision as was so far available. This includes
The real trees form a class of metric spaces that extends the class of trees with edge lengths by allowing behavior such as infinite total edge length and vertices with infinite branching degree. We use Dirichlet form methods to construct Brownian mo
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_dedup___::814042d0224fdd3f10dfec640ea8a16f
Autor:
Michael Eckhoff
Publikováno v:
Ann. Probab. 33, no. 1 (2005), 244-299
We investigate the close connection between metastability of the reversible diffusion process X defined by the stochastic differential equation dX_t=-\nabla F(X_t) dt+\sqrt2\epsilon dW_t,\qquad \epsilon >0, and the spectrum near zero of its generator