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  • Author or Editor: Pál Révész x
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Let be a Poisson random field in R d . Attimet= 0 a critical branching Wiener process is startingfrom eachP 2. It turns out that after a time the particles will be located in dense, small clusters and between these clusters empty domains are located.

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Considering a simple symmetric random walk in dimension d ≧ 3, we study the almost sure joint asymptotic behavior of two objects: first the local times of a pair of neighboring points, then the local time of a point and the occupation time of the surface of the unit ball around it.

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Orvosi Hetilap
Authors: , Budapest, Üllői út 78., 1082, Csilla András, Péter Bartek, István Battyáni, János Bezsilla, György Bodoky, Barna Bogner, Attila Bursics, Tibor Csőszi, László Damjanovich, Magdolna Dank, Zsófia Dankovics, Pál Ákos Deák, Kristóf Dede, Attila Doros, Ibolyka Dudás, Tamás Györke, Oszkár Hahn, Erika Hartmann, Erika Hitre, Zsolt Horváth, Marianna Imre, Károly Kalmár Nagy, Zsolt Káposztás, László Kóbori, Péter Kupcsulik, László Landherr, Zoltán Lóderer, László Mangel, Zoltán Máthé, Tamás Mersich, Klára Mezei, Elemér Mohos, Attila Oláh, Péter Pajor, András Palkó, Zsuzsanna Pápai, András Papp, Mihály Patyánik, András Petri, János Révész, Ágnes Ruzsa, Krisztina Schlachter, László Sikorszki, István Sipőcz, Eszter Székely, Attila Szijártó, László Torday, Lajos Barna Tóth, Edit Dósa, László Harsányi, Gábor István, László Landherr, György Lázár, József Lövey, Zsuzsa Schaff, Ákos Szűcs and András Vereczkei
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