Pages that link to "Item:Q752844"

The following pages link to A decomposition of Solomon's descent algebra (Q752844):

Displaying 50 items.

• Minimal polynomials of Young permutation modules and idempotents (Q304067) (← links)
• Generalizations of an expansion formula for top to random shuffles (Q505704) (← links)
• A symmetry of the descent algebra of a finite Coxeter group. (Q555896) (← links)
• Representation theory of the higher-order peak algebras (Q604829) (← links)
• The \((1-\mathbb{E})\)-transform in combinatorial Hopf algebras (Q626442) (← links)
• Skew quasisymmetric Schur functions and noncommutative Schur functions (Q631821) (← links)
• Noncommutative symmetric functions. VII: Free quasi-symmetric functions revisited (Q659651) (← links)
• A cornucopia of quasi-Yamanouchi tableaux (Q668058) (← links)
• A decomposition of the descent algebra of a finite Coxeter group (Q686008) (← links)
• On Dynkin and Klyachko idempotents in graded bialgebras (Q696821) (← links)
• Subalgebras of Solomon's descent algebra based on alternating runs (Q721042) (← links)
• The module structure of the Solomon-Tits algebra of the symmetric group. (Q855707) (← links)
• Enriched \(P\)-partitions and peak algebras (Q868915) (← links)
• Modules of the 0-Hecke algebra and quasisymmetric Schur functions (Q887326) (← links)
• The Steinberg torus of a Weyl group as a module over the Coxeter complex (Q902958) (← links)
• Cyclotomic Solomon algebras. (Q944317) (← links)
• On the quiver of the descent algebra. (Q959761) (← links)
• The Loewy length of the descent algebra of type \(D\). (Q964836) (← links)
• A quiver presentation for Solomon's descent algebra. (Q1007228) (← links)
• A semigroup approach to wreath-product extensions of Solomon's descent algebras. (Q1010925) (← links)
• Around Solomon's descent algebras. (Q1029580) (← links)
• A hyperoctahedral analogue of the free Lie algebra (Q1180554) (← links)
• A decomposition of the descent algebra of the hyperoctahedral group. I, II (Q1188128) (← links)
• Order and disorder in algebraic combinatorics (Q1190772) (← links)
• Orthogonal idempotents in the descent algebra of \(B_ n\) and applications (Q1196798) (← links)
• Symbolic manipulation for the study of the descent algebra of finite Coxeter groups (Q1199814) (← links)
• Homomorphisms between Solomon's descent algebras (Q1204547) (← links)
• A proof of Solomon's rule (Q1270089) (← links)
• A multiplication rule for the descent algebra of type \(D\) (Q1270090) (← links)
• On the automorphism group of Solomon's descent algebra (Q1279567) (← links)
• The weight decomposition of Hopf algebras (Q1318006) (← links)
• Counting permutations with given cycle structure and descent set (Q1318366) (← links)
• The descent algebra of a graded bialgebra (Q1340441) (← links)
• Idempotents for derangement numbers (Q1402079) (← links)
• Properties of the descent algebras of type \(D\). (Q1402091) (← links)
• Algebraically closed descent (Q1406757) (← links)
• The peak algebra of the symmetric group (Q1408259) (← links)
• The excedance set of a permutation (Q1586921) (← links)
• On the dual complexity and spectra of some combinatorial functions (Q1661546) (← links)
• On the structure constants of the descent algebra of the hyperoctahedral group (Q1690025) (← links)
• The Heisenberg product: from Hopf algebras and species to symmetric functions (Q1690139) (← links)
• Foulkes characters, Eulerian idempotents, and an amazing matrix (Q1759335) (← links)
• The peak algebra of the symmetric group revisited. (Q1771322) (← links)
• The pinnacle set of a permutation (Q1783643) (← links)
• A decomposition of the group algebra of a hyperoctahedral group (Q1794555) (← links)
• A generating set of Solomon's descent algebra (Q1810548) (← links)
• Lie representations and an algebra containing Solomon's. (Q1863002) (← links)
• Affine Hecke algebras and generalized standard Young tableaux. (Q1868757) (← links)
• Lie idempotent algebras. (Q1874468) (← links)
• Fourier transform over semi-simple algebras and harmonic analysis for probabilistic algorithms (Q1893975) (← links)