Search Results - "Varju, P."

Mixing time of the Chung–Diaconis–Graham random process by Eberhard, Sean, Varjú, Péter P.

“…Define ( X n ) on Z / q Z by X n + 1 = 2 X n + b n , where the steps b n are chosen independently at random from - 1 , 0 , + 1 . The mixing time of this random…”
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Entropy of Bernoulli convolutions and uniform exponential growth for linear groups by Breuillard, Emmanuel, Varjú, Péter P.

“…The exponential growth rate of non-polynomially growing subgroups of GLrf is conjectured to admit a uniform lower bound. This is known for non-amenable…”
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The structure theory of nilspaces I by Gutman, Yonatan, Manners, Freddie, Varjú, Péter P.

“…This paper forms the first part of a series by the authors [GMV16a, GMV16b] concerning the structure theory of nilspaces of Antolín Camarena and Szegedy. A…”
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Expansion of coset graphs of PSL2(Fp) by Varjú, Péter P.

“…Let G be a finite group and let H 1 , H 2 < G be two subgroups. In this paper, we are concerned with the bipartite graph whose vertices are G/H 1 ∪ G/H 2 and a…”
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Early enteral feeding in every case could be beneficial in acute pancreatitis by Bosnyak, I., Marta, K., Gede, N., Dohos, D., Vincze, A., Bajor, J., Izbeki, F., Hamvas, J., Varga, M., Godi, S., Nemeth, B.C., Takacs, T., Czako, L., Papp, M., Feher, E.K., Mickevicius, A., Ramirez Maldonado, E., Sallinen, V., Torok, I., Pecsi, D., Varju, P., Miseta, A., Nagy, T., Faluhelyi, N., Marton, Z., Kanizsai, P., Parniczky, A., Hegyi, P., Szentesi, A.

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Alcohol consumption and smoking are dose dependently worsen the outcome of acute pancreatitis by Szentesi, A., Gede, N., Foldi, M., Kiss, S., Gyomber, Z., Vincze, A., Godi, S., Bajor, J., Nemeth, B.C., Takacs, T., Czako, L., Izbeki, F., Hamvas, J., Varga, M., Sallinen, V., Macarie, M., Torok, I., Mickevicius, A., Maldonado, E. Ramirez, Miseta, A., Nagy, T., Faluhelyi, N., Kanizsai, P., Pecsi, D., Varju, P., Zadori, N., Hegyi, P.J., Parniczky, A., Hegyi, P.

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Insufficient decision making process concerning the start of enteral feeding in acute pancreatitis by Bosnyak, I., Marta, K., Gede, N., Vincze, A., Izbeki, F., Hamvas, J., Varga, M., Godi, S., Sallinen, V., Torok, I., Pecsi, D., Varju, P., Takacs, T., Nemeth, B., Mickevicius, A., Ramirez Maldonado, E., Novak, J., Czako, L., Papp, M., Feher, E., Parniczky, A., Hegyi, P., Szentesi, A.

“…Purpose: In order to reduce mortality in acute pancreatitis (AP), enteral feeding (EF) is recommended in the severe or predicted severe form of the disease…”
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Self-similar measures associated to a homogeneous system of three maps by Rapaport, Ariel, Varjú, Péter P.

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ON THE DIMENSION OF BERNOULLI CONVOLUTIONS by Breuillard, Emmanuel, Varjú, Péter P.

“…The Bernoulli convolution with parameter λ ∈ (0, 1) is the probability measure μλ that is the law of the random variable ∑ n ≥ 0 ± λ n , where the signs are…”
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Irreducibility of random polynomials of large degree by Breuillard, Emmanuel, Varjú, Péter P.

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Random walks in the group of Euclidean isometries and self-similar measures by Lindenstrauss, Elon, Varjú, Péter P.

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Expansion in perfect groups by Golsefidy, Alireza Salehi, Varjú, Péter P.

“…Let Γ be a subgroup of generated by a finite symmetric set S. For an integer q , denote by π q the projection map . We prove that the Cayley graphs of π q (Γ)…”
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Euclidean algorithm in different norms by RUZSA, IMRE Z., VARJU, PETER P.

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Expansion in SLd(Z/qZ), q arbitrary by Bourgain, Jean, Varjú, Péter P.

“…Let S be a fixed finite symmetric subset of SL d ( Z ), and assume that it generates a Zariski-dense subgroup G . We show that the Cayley graphs of π q ( G )…”
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Schedule of NMDA receptor subunit expression and functional channel formation in the course of in vitro‐induced neurogenesis by Varju, P., Schlett, K., Eisel, U., Madarász, E.

“…NE‐7C2 neuroectodermal cells derived from forebrain vesicles of p53‐deficient mouse embryos (E9) produce neurons and astrocytes in vitro if induced by…”
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On the Lehmer conjecture and counting in finite fields by Emmanuel Breuillard, Peter Pal Varju

“…On the Lehmer conjecture and counting in finite fields, Discrete Analysis 2019:5, 8pp. Let $\alpha$ be an algebraic number and let…”
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The characteristics and prognostic role of acute abdominal on-admission pain in acute pancreatitis: A prospective cohort-analysis of 1432 cases by Földi, M., Gede, N., Kiss, S., Vincze, Á., Bajor, J., Szabó, I., Szepes, Z., Izbéki, F., Gervain, J., Hamvas, J., Vitális, Z., Fehér, E., Crai, S., Sallinen, V., Moldando, E. Ramirez, Meczker, Á., Varjú, P., Poropat, G., Stimac, D., Faluhegyi, N., Miseta, A., Nagy, T., Vereczkei, A., Márton, Z., Hegyi, P.J., Hegyi, P., Párniczky, A., Szentesi, A.

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Risk prediction model for developing pancreatic necrosis by Kiss, S., Farkas, N., Fehérvári, P., Pecze, L., Szakó, L., Vincze, Á., Gódi, S., Bajor, J., Czimmer, J., Sarlós, P., Hágendorn, R., Takács, T., Izbéki, F., Halász, A., Hamvas, J., Varga, M., Crai, S., Mickevicius, A., Patai, Á., Ihász, M., Varjú, P., Faluhelyi, N., Farkas, O., Miseta, A., Kelemen, D., Papp, R., Hegyi, P.J., Szentesi, A., Párniczky, A., Hegyi, P.

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Risk prediction model for developing pancreatic necrosis by Kiss, S., Farkas, N., Fehérvári, P., Pecze, L., Földi, M., Vincze î, Gódi, S., Bajor, J., Czimmer, J., Sarlós, P., Hágendorn, R., Takács, T., Izbéki, F., Halász, A., Hamvas, J., Varga, M., Crai, S., Mickevicius, A., Patai î, Ihász, M., Varjú, P., Faluhelyi, N., Farkas, O., Miseta, A., Kelemen, D., Papp, R., Hegyi, P., Szentesi, A., Párniczky, A., Hegyi, P.

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Disturbance of consciousness deteriorates the severity of acute pancreatitis. An international multicentre cohort analyses of 1220 prospectively collected patients by Hágendorn, R., Vincze, Î., Izbéki, F., Gajdán, L., Gódi, S., Illés, A., Sarlós, P., Farkas, N., ErSs, B., Lillik, V., Illés, D., Varjú, P., Márta, K., Török, I., Papp, M., Vitális, Z., Bod, B., Hamvas, J., Szepes, Z., Takács, T., Czakó, L., Szentesi, A., Párniczky, A., Hegyi, P., Mikó, A.

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