1
0
0
(1 - 24 von 25
)
An integral characterization of the Dirichlet processarXiv
arxiv.org
von G Last · · Zitiert von: 8 — Title:An integral characterization of the Dirichlet process. Authors:Günter Last. View a PDF of the paper titled An integral characterization ... von G Last · · Zitiert von: 8 — Title:An integral characterization of the Dirichlet process. Authors:Günter Last. View a PDF of the paper titled An integral characterization ...
Characterizing digital microstructures by the Minkowski‐ ...Wiley Online Library
onlinelibrary.wiley.com
von F Ernesti · · Zitiert von: 3 — Günter Last,. Günter Last. Institute of Stochastics, Karlsruhe Institute of Technology (KIT), Karlsruhe, Germany. Search for more papers by ... von F Ernesti · · Zitiert von: 3 — Günter Last,. Günter Last. Institute of Stochastics, Karlsruhe Institute of Technology (KIT), Karlsruhe, Germany. Search for more papers by ...
Günter Last - HomeACM Digital Library
dl.acm.org
Author's Profile · Publications · Colleagues; More. Günter Last. Search within Günter Last's work. SearchSearch. Home · Günter Last. Günter Last. loading. Skip ... Author's Profile · Publications · Colleagues; More. Günter Last. Search within Günter Last's work. SearchSearch. Home · Günter Last. Günter Last. loading. Skip ...
Phase transitions and noise sensitivity on the Poisson ...arXiv
arxiv.org
von G Last · · Zitiert von: 12 — Phase transitions and noise sensitivity on the Poisson space via stopping sets and decision trees. Authors:Günter Last, Giovanni Peccati, D. von G Last · · Zitiert von: 12 — Phase transitions and noise sensitivity on the Poisson space via stopping sets and decision trees. Authors:Günter Last, Giovanni Peccati, D.
Martin Folkers und Günter Last (Karlsruhe)aktuar.de
aktuar.de
Martin Folkers und Günter Last (Karlsruhe). 1. Aufgabe (13 Punkte) a) Zeigen Sie, dass die drei folgenden Vektoren eine Basis des R3 bilden. b1 := ⎛. ⎝ Martin Folkers und Günter Last (Karlsruhe). 1. Aufgabe (13 Punkte) a) Zeigen Sie, dass die drei folgenden Vektoren eine Basis des R3 bilden. b1 := ⎛. ⎝
Disagreement coupling of finite Gibbs processesWeierstrass Institute
www.wias-berlin.de
von G Last — Günter Last. Institut für Stochastik. Karlsruher Institut für Technologie. Disagreement coupling of finite Gibbs processes. Günter Last (Karlsruhe) joint work ... von G Last — Günter Last. Institut für Stochastik. Karlsruher Institut für Technologie. Disagreement coupling of finite Gibbs processes. Günter Last (Karlsruhe) joint work ...
PROBABILITYProject Euclid
projecteuclid.org
von V BARBU — ... AND ZHAN SHI Invariant transports of stationary random measures and mass-stationarity. GÜNTER LAST AND HERMANN THORISSON Vol. 37, No. 2—March von V BARBU — ... AND ZHAN SHI Invariant transports of stationary random measures and mass-stationarity. GÜNTER LAST AND HERMANN THORISSON Vol. 37, No. 2—March
[ ] Absent-minded passengers
arxiv.org
Submission history. From: Guenter Last [view email] [v1] Wed, 26 Sep :06:34 UTC (12 KB). Which authors of this paper are endorsers?
Phase transitions and noise sensitivity on the Poisson ...Wiley Online Library
onlinelibrary.wiley.com
von G Last · · Zitiert von: 12 — Phase transitions and noise sensitivity on the Poisson space via stopping sets and decision trees. Günter Last,. Günter Last. Institute for ... von G Last · · Zitiert von: 12 — Phase transitions and noise sensitivity on the Poisson space via stopping sets and decision trees. Günter Last,. Günter Last. Institute for ...
[ ] Concentration inequalities for measures of a Boolean...
arxiv.org
Submission history. From: Guenter Last [view email] [v1] Wed, 15 Mar :01:45 UTC (17 KB). Which authors of this paper are endorsers?
[ ] Hyperuniform and rigid stable matchings
arxiv.org
Authors:Michael Andreas Klatt, Günter Last, D. Yogeshwaran · Download PDF. Abstract: We study a stable partial matching \tau of the (possibly randomized) ...
[ ] Second-order properties and central limit theorems for...
arxiv.org
Title:Second-order properties and central limit theorems for geometric functionals of Boolean models. Authors:Daniel Hug, Günter Last, Matthias Schulte.
Survey on SPP2265 Random Geometric SystemsSPP 2265
spp2265.wias-berlin.de
□ Günter Last (Karlsruher Institut für Technologie). □ Peter Mörters (Universität Köln). □ Matthias Sperl (Universität Köln and DLR). Survey on SPP
Characterizing digital microstructures by the Minkowski-based ...arxiv.org › cs
arxiv.org
· ... Minkowski-based quadratic normal tensor. Authors:Felix Ernesti, Matti Schneider, Steffen Winter, Daniel Hug, Günter Last, Thomas Böhlke.
On the uniqueness of Gibbs distributions with a non-negative ...
arxiv.org
von S Betsch · · Zitiert von: 3 — On the uniqueness of Gibbs distributions with a non-negative and subcritical pair potential. Authors:Steffen Betsch, Günter Last · Download PDF. › math
Transportation of diffuse random measures on \mathbb{R}^d
arxiv.org
von G Last · — Authors:Günter Last, Hermann Thorisson · Download PDF. Abstract: We consider two jointly stationary and ergodic random measures \xi and \eta ... › math
[ ] Disagreement coupling of Gibbs processes with an...
arxiv.org
· Disagreement coupling of Gibbs processes with an application to Poisson approximation. Authors:Günter Last, Moritz Otto · Download PDF. Abstract ...
[ ] On a class of growth-maximal hard-core processes
arxiv.org
Submission history. From: Guenter Last [view email] [v1] Fri, 8 Mar :55:15 GMT (107kb). Which authors of this paper are endorsers?
[ ] Unbiased shifts of Brownian motion
arxiv.org
Submission history. From: Günter Last [view email] [v1] Thu, 22 Dec :42:58 GMT (27kb) [v2] Tue, 25 Feb :52:47 GMT (77kb).
[ ] Stochastic analysis for Poisson processes
arxiv.org
Authors:Günter Last. (Submitted on 17 May 2014). Abstract: This survey is a preliminary version of a chapter of the forthcoming book "Stochastic Analysis for ...
Verwandte Suchanfragen zu Günter Last
Norbert Henze Andreas Brandt Christian Hirsch |
Person "Last" (9) Vorname "Günter" (29119) Name "Last" (997) |
sortiert nach Relevanz / Datum