1.0.0.0

• initial release

1.0.0.1

• removed the upper bounds of the dependencies

1.1.0.0

• replaced the mpolynomials dependency with hspray
• unit tests

1.1.0.1

• unexported some useless functions
• one more unit test

1.1.1.0

• schurPol now returns a Spray a
• added package upper bounds in the cabal file
• increased the version of the dependencies hspray and hypergeomatrix
• cleaned the code
• tested with higher versions of GHC
• new unit tests

1.1.2.0

• skew Schur polynomials (functions skewSchur and skewSchurPol)

1.2.0.0

• it is now possible to choose which Jack polynomial to get or evaluate, J, C, P or Q (the previous versions returned J only)

• it is now possible to get Jack polynomials with a symbolic Jack parameter

1.2.1.0

• a new module provides some stuff to deal with symmetric polynomials, mainly some functions to print them as a linear combination of the monomial symmetric polynomials, and a function to check the symmetry

1.2.2.0

• slight modifications due to the upgrade of hspray

1.3.0.0

• the type of the Jack polynomials with a symbolic Jack parameter has changed from OneParameterSpray a to ParametricSpray a

1.4.0.0

• upgraded the hspray dependency (an error has been fixed in this new version)

• added the Laplace-Beltrami operator and the Calogero-Sutherland operator; the Jack polynomials are eigenpolynomials of these operators

1.4.1.0

• new function psPolynomial, to get a power sum symmetric polynomial

• new function psCombination, to get a symmetric polynomial as a linear combination of some power sum polynomials

• new function hallInnerProduct, to compute the Hall inner product between two symmetric polynomials, aka the Jack-scalar product or the deformed Hall inner product; there is also the function symbolicHallInnerProduct, to get the Hall inner product with a symbolic parameter

1.4.2.0

• new function cshPolynomial, to get a complete symmetric homogeneous polynomial

• new function cshCombination, to get a symmetric polynomial as a linear combination of some complete symmetric homogeneous polynomials

• new function esPolynomial, to get an elementary symmetric polynomial

• new function esCombination, to get a symmetric polynomial as a linear combination of some elementary symmetric polynomials

• new function schurCombination, to get a symmetric polynomial as a linear combination of some Schur polynomials

• new function jackCombination, to get a symmetric polynomial as a linear combination of some Jack polynomials with a fixed Jack parameter

• new function jackSymbolicCombination, to get a symmetric polynomial as a linear combination of some Jack polynomials with symbolic Jack parameter

• new functions kostkaNumbers and symbolicKostkaNumbers, to get the Kostka numbers with parameter

1.4.3.0

• new function kostkaFoulkesPolynomial, to get a Kostka-Foulkes polynomial

• new function hallLittlewoodPolynomial, to get a Hall-Littlewood polynomial

• new function skewHallLittlewoodPolynomial, to get a skew Hall-Littlewood polynomial

• new function flaggedSchurPol, to get a flagged Schur polynomial

• new function flaggedSkewSchurPol, to get a flagged skew Schur polynomial

• new function factorialSchurPol, to get a factorial Schur polynomial

• new function skewFactorialSchurPol, to get a skew factorial Schur polynomial

1.4.4.0

• new function skewKostkaFoulkesPolynomial, to get a skew Kostka-Foulkes polynomial

• the efficiency of the function skewHallLittlewoodPolynomial has been greatly improved

1.4.5.0

• new function skewKostkaNumbers, to get skew Kostka numbers with a given Jack parameter

• new function symbolicSkewKostkaNumbers, to get skew Kostka numbers with a symbolic Jack parameter

• new function skewJackPol, to get a skew Jack polynomial with a given Jack parameter

• new function skewJackSymbolicPol, to get a skew Jack polynomial with a symbolic Jack parameter

• new function tSchurPolynomial, to get a t-Schur polynomial

• new function tSkewSchurPolynomial, to get a skew t-Schur polynomial

• new function macdonaldPolynomial, to get a Macdonald P-polynomial or Q-polynomial

• new function skewMacdonaldPolynomial, to get a skew Macdonald P-polynomial or Q-polynomial

• new function macdonaldJpolynomial, to get a Macdonald J-polynomial

• new function skewMacdonaldJpolynomial, to get a skew Macdonald J-polynomial

• new function modifiedMacdonaldPolynomial, to get a modified Macdonald polynomial

• new function qtKostkaPolynomials, to get qt-Kostka polynomials, aka Macdonald-Kostka polynomials

• new function qtSkewKostkaPolynomials, to get skew qt-Kostka polynomials

1.4.6.0

• new modules Math.Combinatorics.Kostka and Math.Combinatorics.Tableaux

• new function semiStandardTableauxWithGivenShapeAndWeight, to get all semistandard tableaux with a given shape and a given weight

• new function skewTableauxWithGivenShapeAndWeight, to get all semistandard skew tableaux with a given shape and a given weight

• new function skewGelfandTsetlinPatterns, to get Gelfand-Tsetlin patterns defined by a skew partition

1.4.7.0

• new function kostkaNumbersWithGivenLambda, to get the Kostka-Jack numbers with a given Jack parameter and a given partition lambda

• new function symbolicKostkaNumbersWithGivenLambda, to get the Kostka-Jack numbers with a symbolic Jack parameter for a given partition lambda

• new function hallPolynomials, to get the Hall polynomials