FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W1551139065> ?p ?o ?g. }

• W1551139065 endingPage "346" @default.
• W1551139065 startingPage "263" @default.
• W1551139065 abstract "Markov chains on finite sets are used in a great variety of situations to approximate, understand and sample from their limit distribution. A familiar example is provided by card shuffling methods. From this viewpoint, one is interested in the “mixing time” of the chain, that is, the time at which the chain gives a good approximation of the limit distribution. A remarkable phenomenon known as the cut-off phenomenon asserts that this often happens abruptly so that it really makes sense to talk about “the mixing time”. Random walks on finite groups generalize card shuffling models by replacing the symmetric group by other finite groups. One then would like to understand how the structure of a particular class of groups relates to the mixing time of natural random walks on those groups. It turns out that this is an extremely rich problem which is very far to be understood. Techniques from a great variety of different fields — Probability, Algebra, Representation Theory, Functional Analysis, Geometry, Combinatorics — have been used to attack special instances of this problem. This article gives a general overview of this area of research." @default.
• W1551139065 created "2016-06-24" @default.
• W1551139065 creator A5067207257 @default.
• W1551139065 date "2004-01-01" @default.
• W1551139065 modified "2023-10-06" @default.
• W1551139065 title "Random Walks on Finite Groups" @default.
• W1551139065 cites W111474761 @default.
• W1551139065 cites W1495674255 @default.
• W1551139065 cites W1554342441 @default.
• W1551139065 cites W1782159083 @default.
• W1551139065 cites W1964672686 @default.
• W1551139065 cites W1966435519 @default.
• W1551139065 cites W1976418263 @default.
• W1551139065 cites W1984355349 @default.
• W1551139065 cites W1985470021 @default.
• W1551139065 cites W1987012691 @default.
• W1551139065 cites W1990119622 @default.
• W1551139065 cites W199096162 @default.
• W1551139065 cites W1991556567 @default.
• W1551139065 cites W1992254617 @default.
• W1551139065 cites W1992840138 @default.
• W1551139065 cites W2001945363 @default.
• W1551139065 cites W2003301715 @default.
• W1551139065 cites W2013840979 @default.
• W1551139065 cites W2018344665 @default.
• W1551139065 cites W2023482777 @default.
• W1551139065 cites W2024316355 @default.
• W1551139065 cites W2027808858 @default.
• W1551139065 cites W2028032404 @default.
• W1551139065 cites W2030387291 @default.
• W1551139065 cites W2032868343 @default.
• W1551139065 cites W2035493234 @default.
• W1551139065 cites W2036804629 @default.
• W1551139065 cites W2038359525 @default.
• W1551139065 cites W2038997301 @default.
• W1551139065 cites W2041355784 @default.
• W1551139065 cites W2042255093 @default.
• W1551139065 cites W2043694962 @default.
• W1551139065 cites W2046105009 @default.
• W1551139065 cites W2047702649 @default.
• W1551139065 cites W2048213618 @default.
• W1551139065 cites W2049518778 @default.
• W1551139065 cites W2056389572 @default.
• W1551139065 cites W2056940882 @default.
• W1551139065 cites W2057648657 @default.
• W1551139065 cites W2058006306 @default.
• W1551139065 cites W2061233170 @default.
• W1551139065 cites W2065163799 @default.
• W1551139065 cites W2073527169 @default.
• W1551139065 cites W2076973717 @default.
• W1551139065 cites W2077810240 @default.
• W1551139065 cites W2087732341 @default.
• W1551139065 cites W2090251478 @default.
• W1551139065 cites W2117810268 @default.
• W1551139065 cites W2123198691 @default.
• W1551139065 cites W2127763554 @default.
• W1551139065 cites W2151609359 @default.
• W1551139065 cites W2162396328 @default.
• W1551139065 cites W2224314243 @default.
• W1551139065 cites W2237678354 @default.
• W1551139065 cites W2244133600 @default.
• W1551139065 cites W2314638098 @default.
• W1551139065 cites W2318438148 @default.
• W1551139065 cites W2321442233 @default.
• W1551139065 cites W2621471118 @default.
• W1551139065 cites W2997541814 @default.
• W1551139065 cites W4234248976 @default.
• W1551139065 cites W4235946010 @default.
• W1551139065 cites W4238290123 @default.
• W1551139065 cites W4256468467 @default.
• W1551139065 cites W874563893 @default.
• W1551139065 doi "https://doi.org/10.1007/978-3-662-09444-0_5" @default.
• W1551139065 hasPublicationYear "2004" @default.
• W1551139065 type Work @default.
• W1551139065 sameAs 1551139065 @default.
• W1551139065 citedByCount "122" @default.
• W1551139065 countsByYear W15511390652012 @default.
• W1551139065 countsByYear W15511390652013 @default.
• W1551139065 countsByYear W15511390652014 @default.
• W1551139065 countsByYear W15511390652015 @default.
• W1551139065 countsByYear W15511390652016 @default.
• W1551139065 countsByYear W15511390652017 @default.
• W1551139065 countsByYear W15511390652018 @default.
• W1551139065 countsByYear W15511390652019 @default.
• W1551139065 countsByYear W15511390652020 @default.
• W1551139065 countsByYear W15511390652021 @default.
• W1551139065 countsByYear W15511390652022 @default.
• W1551139065 countsByYear W15511390652023 @default.
• W1551139065 crossrefType "book-chapter" @default.
• W1551139065 hasAuthorship W1551139065A5067207257 @default.
• W1551139065 hasConcept C105795698 @default.
• W1551139065 hasConcept C110121322 @default.
• W1551139065 hasConcept C114614502 @default.
• W1551139065 hasConcept C118615104 @default.
• W1551139065 hasConcept C121194460 @default.
• W1551139065 hasConcept C121332964 @default.
• W1551139065 hasConcept C134306372 @default.
• W1551139065 hasConcept C136119220 @default.

• next