Vilmos Prokaj and Cited - Free people check

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The solution of the perturbed Tanaka-equation is pathwise ...

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by V Prokaj · · Cited by 24 — Vilmos Prokaj [1] Eötvös Loránd University · Localización: Annals of probability: An official journal of the Institute of Mathematical Statistics, ISSN › articulo

Example of a Dirichlet process whose zero energy part arXiv

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by V Prokaj · — Authors:Vilmos Prokaj, László Bondici · Download PDF. Abstract: Let B^H be a fractional Brownian motion on \mathbb{R} with Hurst parameter ... by V Prokaj · · Cited by 24 — From: Vilmos Prokaj [view email] [via VTEX proxy] [v1] Tue, 5 Apr :14:14 UTC (29 KB) [v2] Fri, 12 Aug :12:18 UTC (31 KB) › math

Hiding a constant drift - Numdam

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by V Prokaj · · Cited by 5 — Vilmos Prokaj a. , Miklós Rásonyi b,1 and Walter Schachermayer c,2. aDepartment of Probability Theory and Statistics, Eötvös Loránd University, ... › article › AIHPB_

Planar diffusions with rank-based characteristics ProQuest

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by ER Fernholz · · Cited by 38 — Ioannis Karatzas · Vilmos Prokaj. Received: 1 September Accepted: 17 April Published online: 9 May © Springer-Verlag › openview › 1.pdf

Angular measures and Birkhoff orthogonality in Minkowski ...

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by M Naszódi · · Cited by 4 — Authors. Márton Naszódi , Vilmos Prokaj , Konrad Swanepoel. Affiliations. 1 Department of Geometry, Alfréd Rényi Institute of Mathematics, Eötvös Loránd ... › ...

All web results to the name "Vilmos Prokaj"

A CHARACTERIZATION OF SINGULAR MEASURES - ebsco

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by V Prokaj · · Cited by 11 — VILMOS PROKAJ. Theorem 1. Let f.i be a Borel measure on T. Then fi is singular with respect to Haar measure A if and only if the set. M = {c£T : fil Tji}. › login

Hiding a constant drift—a strong solution - Project Euclid

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by V Prokaj · · Cited by 3 — Vilmos Prokaj, Walter Schachermayer · DOWNLOAD PDF + SAVE TO MY LIBRARY. Illinois J. Math. 54(4): (Winter 2010). DOI: ijm Vilmos Prokaj. "A characterization of singular measures.." Real Anal. Exchange 29 (2) , › volume-54 › issue-4 › ijm › euclid.rae

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Vilmos Prokaj and Cited Free People Check