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Titlebook: Brownian Motion and its Applications to Mathematical Analysis; École d‘Été de Proba Krzysztof Burdzy Book 2014 Springer International Publi

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978-3-319-04393-7Springer International Publishing Switzerland 2014
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Architekt Martin Kohlbauer - Ein Portrait,The chapter provides a short general review of Brownian motion and its place in probability theory. We also review some basic facts and formulas.
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,Hauptschule Zwentendorf 2000–2003,This chapter is devoted to new probabilistic proofs of results previously proved using analytic techniques.
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,Wohnhof Fuchsenfeld 1999–2003,This chapter is devoted to a general overview of the “hot spots” conjecture. To this day, the conjecture has been proved only for a very limited family of domains. Hence, it has a great potential as a source of interesting problems (related questions) and as a testing ground for new techniques.
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,Fernheizwerk Süd, Wien 23 1993–1996,This chapter contains some simple facts and more advanced results on Nuemann eigenfunctions related to the hot spots conjecture.
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https://doi.org/10.1057/9781137275523The hot spots problem is closely related to the problem of finding the location of the nodal line of the first non-constant eigenfunction. The chapter contains a few results on the latter problem.
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Probabilistic Proofs of Classical Theorems,This chapter is devoted to new probabilistic proofs of results previously proved using analytic techniques.
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