%0 Book

%T Stochastic geometry, spatial statistics and random fields asymptotic methods

%A Spodarev, Evgenij

%I Springer

%@ 3642333044

%@ 9783642333040

%K Stochastic geometry

%K Spatial analysis (Statistics)

%K Random fields

%K Stochastic geometry Congresses

%K Spatial analysis Congresses

%K Random fields Congresses

%K Konferenzschrift 2009 Hirschegg$gVorarlberg

%K Konferenzschrift 2009 Hirschegg, Vorarlberg

%K Bibliografie

%K Stochastische Geometrie

%K Zufälliges Feld

%K Räumliche Statistik

%K Asymptotische Methode

%D c 2013

%X Literaturverz. S. 421 - 440

%X 1. Foundations of stochastic geometry and theory of random sets Ilya Molchanov

%X 2. Introduction into integral geometry and stereology Markus Kiderlen

%X 3. Spatial point patterns : models and statistics Adrian Baddeley

%X 4. Asymptotic methods in statistics of random point processes Lothar Heinrich

%X 5. Random tessellations and Cox processes Florian Voss, Catherine Gloaguen and Volker Schmidt

%X 6. Asymptotic methods for random tessellations Pierre Calka

%X 7. Random polytopes Daniel Hug

%X 8. Limit theorems in discrete stochastic geometry Joseph Yukich

%X 9. Introduction to random fields Alexander Bulinski and Evgeny Spodarev

%X 10. Central limit theorems for weakly dependent random fields Alexander Bulinski and Evgeny Spodarev

%X 11. Strong limit theorems for increments of random fields Ulrich Stadtmüller

%X 12. Geometry of large random trees: SPDE approximation Yuri Bakhtin.

%C Springer

%C Berlin

%U http://slubdd.de/katalog?TN_libero_mab2