#14102: Nonsymmetric Macdonald Polynomials for all affine types
-------------------------------------+-------------------------------------
Reporter: bump | Owner: sage-combinat
Type: enhancement | Status: needs_review
Priority: major | Milestone: sage-pending
Component: combinatorics | Resolution:
Keywords: Nonsymmetric | Merged in:
Macdonald polynomials, days40, | Reviewers: Anne Schilling,
days45, days49, days54 | Nicolas M. Thiéry, Mark Shimozono,
Authors: Nicolas M. | Bogdan Ion
Thiéry, Anne Schilling | Work issues:
Report Upstream: N/A | Commit:
Branch: | 9d365416bb2bceae585b0c456d2ea2abc758f94f
public/combinat/nonsymmetric_macdonald-14102| Stopgaps:
Dependencies: #4327, #14143, |
#13589, #10963, #14673, #14610, |
#14775 |
-------------------------------------+-------------------------------------
Comment (by aschilling):
I rebased on the latest version of 10963 and now get the following doctest
failures:
{{{
sage -t coxeter_group.py
**********************************************************************
File "coxeter_group.py", line 69, in
sage.combinat.root_system.coxeter_group.CoxeterGroup
Failed example:
W
Expected:
Coxeter group over Universal Cyclotomic Field with Coxeter matrix:
[1 3 2]
[3 1 5]
[2 5 1]
Got:
Permutation Group with generators
[(2,6)(3,18)(4,8)(5,9)(7,10)(11,12)(13,14)(17,21)(19,23)(20,24)(22,25)(26,27)(28,29),
(1,4)(2,17)(3,6)(5,7)(9,11)(10,12)(14,15)(16,19)(18,21)(20,22)(24,26)(25,27)(29,30),
(1,16)(2,5)(4,7)(6,9)(8,10)(11,13)(12,14)(17,20)(19,22)(21,24)(23,25)(26,28)(27,29)]
**********************************************************************
1 item had failures:
1 of 18 in sage.combinat.root_system.coxeter_group.CoxeterGroup
[29 tests, 1 failure, 15.61 s]
sage -t coxeter_matrix.py
[10 tests, 0.42 s]
sage -t dynkin_diagram.py
[104 tests, 0.91 s]
sage -t hecke_algebra_representation.py
**********************************************************************
File "hecke_algebra_representation.py", line 344, in
sage.combinat.root_system.hecke_algebra_representation.HeckeAlgebraRepresentation.Tw
Failed example:
x = KW.an_element(); x
Expected:
B[123121] + 2*B[12312] + 3*B[12321] + B[123]
Got:
2*B[12321] + 3*B[1231] + B[123] + B[]
**********************************************************************
File "hecke_algebra_representation.py", line 726, in
sage.combinat.root_system.hecke_algebra_representation.HeckeAlgebraRepresentation.Y_eigenvectors
Failed example:
[E[w] for w in W]
Expected:
[B[2121],
-B[2121] + B[121],
-B[2121] + B[212],
(q2/(-q1+q2))*B[2121] + ((-q2)/(-q1+q2))*B[121] - B[212] + B[12],
((-q2^2)/(-q1^2+q1*q2-q2^2))*B[2121] - B[121] +
(q2^2/(-q1^2+q1*q2-q2^2))*B[212] + B[21],
((q1^2+q2^2)/(-q1^2+q1*q2-q2^2))*B[2121] +
((-q1^2-q2^2)/(-q1^2+q1*q2-q2^2))*B[121] +
((-q2^2)/(-q1^2+q1*q2-q2^2))*B[212] + (q2^2/(-q1^2+q1*q2-q2^2))*B[12] -
B[21] + B[1],
(q2/(q1-q2))*B[2121] + (q2/(-q1+q2))*B[121] + (q2/(-q1+q2))*B[212] -
B[12] + ((-q2)/(-q1+q2))*B[21] + B[2],
B[2121] - B[121] - B[212] + B[12] + B[21] - B[1] - B[2] + B[]]
Got:
[B[2121] - B[121] - B[212] + B[12] + B[21] - B[1] - B[2] + B[],
-B[2121] + B[212], (q2/(q1-q2))*B[2121] + (q2/(-q1+q2))*B[121] +
(q2/(-q1+q2))*B[212] - B[12] + ((-q2)/(-q1+q2))*B[21] + B[2],
((-q2^2)/(-q1^2+q1*q2-q2^2))*B[2121] - B[121] +
(q2^2/(-q1^2+q1*q2-q2^2))*B[212] + B[21],
((q1^2+q2^2)/(-q1^2+q1*q2-q2^2))*B[2121] +
((-q1^2-q2^2)/(-q1^2+q1*q2-q2^2))*B[121] +
((-q2^2)/(-q1^2+q1*q2-q2^2))*B[212] + (q2^2/(-q1^2+q1*q2-q2^2))*B[12] -
B[21] + B[1], B[2121], (q2/(-q1+q2))*B[2121] + ((-q2)/(-q1+q2))*B[121] -
B[212] + B[12], -B[2121] + B[121]]
**********************************************************************
2 items had failures:
1 of 19 in
sage.combinat.root_system.hecke_algebra_representation.HeckeAlgebraRepresentation.Tw
1 of 15 in
sage.combinat.root_system.hecke_algebra_representation.HeckeAlgebraRepresentation.Y_eigenvectors
[286 tests, 2 failures, 7.72 s]
}}}
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Ticket URL: <http://trac.sagemath.org/ticket/14102#comment:50>
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