## Tag: young-tableaux

49 Is there winning strategy in Tetris ? What if Young diagrams are falling? 2017-08-26T20:43:35.480

25 Inequality for hook numbers in Young diagrams 2016-07-07T01:53:27.830

20 Nekrasov-Okounkov hook length formula 2015-03-24T20:13:23.340

19 Conjectural identities for Young symmetrizers and Young-Jucys-Murphy elements 2013-07-14T00:25:42.123

19 On an asymptotic formula of Keating and Snaith involving the Riemann zeta function 2016-09-01T00:58:16.120

18 Bruhat order and the Robinson-Schensted correspondence 2012-07-14T15:05:05.520

17 Young's lattice and the Weyl algebra 2009-10-23T17:26:46.050

16 Has Reifegerste's Theorem on RSK and Knuth relations received a slick proof by now? 2013-08-14T14:11:07.083

15 distribution of Young diagrams 2012-02-14T15:16:42.087

14 Making the branching rule for the symmetric group concrete 2010-07-27T21:47:06.760

14 Categorifying the equality of product and coproduct of symmetric functions 2012-06-25T15:03:19.857

13 What bijection on permutations corresponds under RS to transpose? 2010-02-07T18:23:25.153

13 Sym(V ⊕ ∧² V) isomorphic to direct sum of all Schur functors of V 2010-11-06T12:22:41.873

13 Generating Random Young Tableaux: A peculiar probability identity 2013-04-23T20:58:52.387

12 Equivalence relations on permutations and pattern avoidance 2010-02-02T21:24:19.883

12 calculating Littlewood-Richardson coefficients 2013-09-11T05:30:23.893

12 Number of standard Young tableaux with fixed corner entry 2014-03-19T01:29:47.923

12 No limit shape for random Young diagrams under z-measure? 2015-05-18T15:47:10.440

11 Tableaux with limited rows and complementary skew shapes 2016-04-09T03:48:13.123

11 Bijective proof of an identity involving number of standard Young tableaux and semistandard tableaux 2017-05-23T12:05:05.750

10 Analogues of the Knuth and Forgotten equivalences on permutations: have they been studied? 2012-05-06T03:39:34.460

9 Viennot-type geometric description for dual RSK correspondence? 2012-07-19T09:36:10.707

9 An inequality for the ratio of standard Young tableau with {1,2,...,k} in the first row 2013-01-12T01:05:18.257

9 How exactly does Schützenberger promotion relate to Striker-Williams promotion? 2013-04-29T02:08:44.297

9 On Applications of Murnaghan Nakayama Rule 2013-06-22T06:25:35.657

9 What are the homological properties of Young's lattice? 2013-08-12T16:07:20.880

8 Interpreting the Garnir relations in terms of the Yang-Baxter equation 2011-05-31T22:31:11.403

8 The number of rows in a tableau generated by the RSK algorithm. 2012-03-08T04:18:55.163

8 Random RSK and Plancherel Measure 2013-06-11T22:47:24.723

8 Sum over growing Young tableaux 2014-07-15T19:42:53.733

8 What's the analogue of a Young symmetrizer in the Brauer algebra? 2015-03-12T08:58:33.420

8 Most computationally efficient Littlewood-Richardson rule 2015-08-14T18:47:46.933

8 Littlewood-Richardson sequences and Littlewood-Richardson coefficients 2017-05-18T03:48:26.793

7 Symmetric Powers, Tableau and Wreath Products 2009-11-17T16:23:47.017

7 Bound on coefficients in Young tableuax 2012-01-19T03:16:03.463

7 Does this lattice have a name (and literature)? 2013-07-04T18:41:16.140

7 Is there any good survey on the hook length formula and related topics? 2015-03-31T21:13:06.293

7 What can be said of a $6$-core Young diagram whose $2$-and $3$-cores are empty 2017-02-21T02:48:48.293

7 "Non standard" formulas for eigenspaces in $V_\rho$ 2017-08-15T12:01:55.727

6 Asymptotics of symmetry types of tensors 2010-02-05T09:32:25.050

6 What is the most general "two in one row for A & in one column for B" theorem? 2010-07-10T23:10:15.367

6 Representations of S_n induced from centralizers of elements 2014-01-20T00:45:41.710

6 A variation on Bulgarian solitare 2014-08-21T14:47:56.283

6 Staircase Schur functions squared 2015-03-03T16:09:30.030

6 "Diagonalizing" Littlewood-Richardson coefficients 2016-04-22T20:40:19.617

6 Correspondence between $SBT (n)$ and $W(B_n)$ 2016-10-09T15:11:21.503

6 Natural maps between Schur functors: understanding the image 2017-10-28T20:41:43.807

5 Explicit description of isomorphism when decomposing into irreps 2013-02-05T16:30:32.093

5 Transitivity for Schutzenberger involutions on standard Young tableaux 2014-12-12T09:34:19.293

5 Uniform generation of Symmetric Plane Partitons 2015-05-15T02:27:59.217

5 Relations among Young symmetrizers of non-standard tableaux 2015-08-17T12:26:48.040

5 Height growth for randomly falling Tetris like blocks ? What if Young diagrams are falling down? 2017-08-31T18:09:01.537

5 Tabloid Construction of Permutation Representation of Hyperoctahedral Group 2018-01-25T05:22:09.367

4 some confusion about the explicit construction of irreducible representations of $S_n$ 2010-08-15T00:10:08.257

4 A sum involving irreducible characters of the symmetric group 2010-09-27T09:45:22.530

4 RS to RSK correspondence 2012-06-20T07:01:42.780

4 Representations of Sym(n) and SL_d 2013-04-06T14:46:19.353

4 Expression of basis vectors of permutation modules in different bases. 2013-05-08T13:01:42.640

4 Generating random weak k-bounded reverse plane partitions 2014-02-11T17:17:15.187

4 Frequency of a representation of SO(3) 2015-03-02T20:22:16.553

4 A vector version of the Segre embedding: what is the kernel of the ring map? 2015-04-04T21:14:29.490

4 Young Tableau Box Correlations 2015-05-12T21:08:04.520

4 Confusion with proof of Pieri's Formula 2016-03-22T22:02:26.697

4 The properties of Pos 2016-04-14T10:50:17.407

4 Characterizing the RSK corespondance 2016-06-13T09:58:55.247

4 Does flipping Young diagrams has anything to do with Fourier? 2016-08-30T20:44:31.823

4 Counting the orbits of a set of tabloids under the action of a Young subgroup 2016-09-09T14:41:49.920

4 Identities satisfied by the image of the Young symmetrizer 2016-09-09T16:51:20.813

4 Proportion of partitions in a rectangle 2017-05-03T11:20:05.453

3 Is there an account of the algebra of highest weight tensors? 2010-11-05T14:36:18.023

3 Counting a Modified Class of Standard Young Tableau 2014-11-12T19:40:18.490

3 Is $LIS(\pi)+LIS(\sigma)+LIS(\sigma\pi^{-1})$ lower bounded? 2015-01-25T16:21:52.113

3 Partial orders on tabloids 2015-11-03T09:29:32.973

3 Schubert varieties and Young diagrams 2016-04-13T21:30:35.973

3 Induced representation of a Young subgroup 2017-08-08T11:08:06.330

3 Multidimensional hook length formula 2017-09-19T21:08:13.280

3 Orthogonal basis for decomposition of induced representation of derangements 2018-01-13T10:53:19.773

2 Dimension of spaces of invariants/tableaux functions 2011-10-20T09:41:36.943

2 Box-dual of a partition - what is it called? 2012-05-24T07:12:17.417

2 counting how many boxes from a given Young tableau contribute to hook length made out of two YTs 2015-02-06T16:53:35.690

1 Flips on standard Young tableaux and descent sets 2013-08-01T01:54:39.157

1 Running the Greene-Nijenhuis Algorithm Backwards 2013-09-25T21:20:39.970

1 Character sums over a fixed subset of skew tableaux 2015-05-19T06:37:12.320

1 Measures on Young tableaux 2015-08-12T14:26:22.013

1 Hook-content polynomial 2 2017-08-13T07:55:29.973

0 Conceptual question about partitions in a given rectangular grid 2016-03-01T23:10:30.810

0 The rectification of the transpose of a skew tableau? 2016-03-03T01:49:28.460

0 Dimension of irreducible representation associated to a Young tableau 2017-12-06T11:42:41.637