findstat.org

FindStat - Combinatorial Statistics Database

Sorry, this is not yet possible — but it will be soon! Mdash; database and search engine for combinatorial statistics and maps. A database of combinatorial statistics and maps. On combinatorial collections and. Identifying your data as the composition of known maps and statistics. Is a collection $ mathcal{S} = bigcup {x} mathcal{S} x$ of finite sets $ mathcal{S} x$ (e.g. the set of permutations. Is a map $ operatorname{st}: mathcal{S} longrightarrow mathbb{Z}$ (e.g. the order of a permutation. Sign up f...

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FindStat - Combinatorial Statistics Database | findstat.org Reviews

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Sorry, this is not yet possible — but it will be soon! Mdash; database and search engine for combinatorial statistics and maps. A database of combinatorial statistics and maps. On combinatorial collections and. Identifying your data as the composition of known maps and statistics. Is a collection $ mathcal{S} = bigcup {x} mathcal{S} x$ of finite sets $ mathcal{S} x$ (e.g. the set of permutations. Is a map $ operatorname{st}: mathcal{S} longrightarrow mathbb{Z}$ (e.g. the order of a permutation. Sign up f...

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FindStat - Combinatorial Statistics Database | findstat.org Reviews

https://findstat.org

Sorry, this is not yet possible — but it will be soon! Mdash; database and search engine for combinatorial statistics and maps. A database of combinatorial statistics and maps. On combinatorial collections and. Identifying your data as the composition of known maps and statistics. Is a collection $ mathcal{S} = bigcup {x} mathcal{S} x$ of finite sets $ mathcal{S} x$ (e.g. the set of permutations. Is a map $ operatorname{st}: mathcal{S} longrightarrow mathbb{Z}$ (e.g. the order of a permutation. Sign up f...

INTERNAL PAGES

findstat.org

1

FindStat - StatisticFinder/IntegerCompositions

http://www.findstat.org/StatisticFinder/Graphs

Revert to this revision. Provide integer values for at least 3. Elements. The free box. Can be used to directly provide values for your elements. This can be useful for generated values from your favourite computer algebra system. Follow compositions of max. 3. Tick the checkbox next to the search button to search for distributions. You may also consult a detailed description. Of how to use the statistic finder. For which input sizes of Graphs. Do you have data? 0,2),(1,2)],3). 0,1),(0,2),(1,2)],3).

2

FindStat - StatisticsDatabase: new statistic

http://www.findstat.org/StatisticFinder/IntegerCompositions

Revert to this revision. Provide integer values for at least 3. Elements. The free box. Can be used to directly provide values for your elements. This can be useful for generated values from your favourite computer algebra system. Follow compositions of max. 3. Tick the checkbox next to the search button to search for distributions. You may also consult a detailed description. Of how to use the statistic finder. For which input sizes of Integer compositions. Do you have data? Revert to this revision.

3

FindStat - StatisticsDatabase: new statistic

http://www.findstat.org/StatisticsDatabase/NewStatistic

Revert to this revision. Statistics database: Add a new statistic. Please provide at least 10 values, we suggest to provide about 1000 with a limit of 1200. You can go to the Sage cell below to compute your values. Object name = value E.g. [1,2,3] = 1 [1,3,2] = 1 [2,1,3] = 2 [2,3,1] = 2. The first line of the description serves as a title for the statistic. See the formating rules below. We suggest to provide references whenever possible. We suggest to provide code or pseudocode. We do not accept anonymo...

4

FindStat - StatisticFinder/IntegerCompositions

http://www.findstat.org/StatisticFinder/DyckPaths

Revert to this revision. Provide integer values for at least 3. Elements. The free box. Can be used to directly provide values for your elements. This can be useful for generated values from your favourite computer algebra system. Follow compositions of max. 3. Tick the checkbox next to the search button to search for distributions. You may also consult a detailed description. Of how to use the statistic finder. For which input sizes of Dyck paths. Do you have data? Revert to this revision.

5

FindStat - StatisticFinder/IntegerCompositions

http://www.findstat.org/Contributors

Revert to this revision. This project was initiated in August 2011 by. Since then, we gained four new developers, namely. The following 56 people contributed to the FindStat statistics database:. Per Alexandersson (added 17, edited 0). Jon Allen (added 1, edited 0). Stephen Anderson (added 3, edited 3). Matthias Beck (added 1, edited 0). Chris Berg (added 40, edited 52). Joseph Bernstein (added 5, edited 0). Sara Billey (added 7, edited 2). Patrick Bjerke (added 3, edited 1). Brendan Pawlowski (added 0, ...

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concretenonsense.wordpress.com

FindStat | Concrete Nonsense

https://concretenonsense.wordpress.com/2012/08/12/findstat

A group blog about mathematics. August 12, 2012. In addition to the usual array of excellent talks and posters. This year, there was a presentation. By Chris Berg and Christian Stump on their new combinatorial statistic finder FindStat. It’s intended to serve as a sort of OEIS. Laquo; PRIMES 2012. On Distances and Codes. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). Notify me of new comments via email.

findstat.wordpress.com

FindStatFact 0: Introduction | FindStatFacts

https://findstat.wordpress.com/2013/07/10/findstatfact0

Random observations from www.FindStat.org. July 10, 2013. We believe that the FindStat database. At www.findstat.org. Contains many interesting connections – most of which are probably known, but others are yet to be found and proven. We created this blog to post statistics that appear to be connected through combinatorial maps between various combinatorial collections, and. Which we think are worth sharing, and. For which we would like to ask the community to come up with an explanation. You are comment...

findstat.wordpress.com

FindStatFact 0: Introduction | FindStatFacts

https://findstat.wordpress.com/FindStatFact0

Random observations from www.FindStat.org. July 10, 2013. We believe that the FindStat database. At www.findstat.org. Contains many interesting connections – most of which are probably known, but others are yet to be found and proven. We created this blog to post statistics that appear to be connected through combinatorial maps between various combinatorial collections, and. Which we think are worth sharing, and. For which we would like to ask the community to come up with an explanation. You are comment...

mathematicalgemstones.com

Mathematical Gemstones | On the quest for mathematical beauty and truth | Page 2

http://www.mathematicalgemstones.com/page/2

On the quest for mathematical beauty and truth. Skip to primary content. Skip to secondary content. Newer posts →. The Springer Correspondence, Part III: Hall-Littlewood Polynomials. March 17, 2015. This is the third post in a series on the Springer correspondence. See Part I. DeclareMathOperator{ Frob}{Frob} widetilde{H} mu(X;t):= Frob t(H ast( mathcal{B} mu) = sum {d ge 0}t d Frob(H {2d}( mathcal{B} mu) $ encodes all of the data determining this ring as a graded $S n$-module. The symmetric function...

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findstat.org

FindStat - Combinatorial Statistics Database

Sorry, this is not yet possible — but it will be soon! Mdash; database and search engine for combinatorial statistics and maps. A database of combinatorial statistics and maps. On combinatorial collections and. Identifying your data as the composition of known maps and statistics. Is a collection $ mathcal{S} = bigcup {x} mathcal{S} x$ of finite sets $ mathcal{S} x$ (e.g. the set of permutations. Is a map $ operatorname{st}: mathcal{S} longrightarrow mathbb{Z}$ (e.g. the order of a permutation. Sign up f...

findstat.wordpress.com

FindStatFacts | Random observations from www.FindStat.org

Random observations from www.FindStat.org. FindStatFact 3: Spin and dinv adjustment on partition. December 21, 2015. This FindStatFact is a simple observation we made a few weeks ago, which we think shows one strength of the FindStat project very well:. The paper Loehr, N. A., Warrington, G. S. Nested quantum Dyck paths and. Defines the two statistics spin. On integer partitions. These are also discussed in an appendix of the book Haglund, J. Catalan numbers and the space of diagonal harmonics. Who knows...

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