Determinant formulae for some tiling problems and application to fully packed loops
We present a number of determinant formulae for the number of tilings of various domains in relation with Alternating Sign Matrix and Fully Packed Loop enumeration.
A conjectured formula for fully packed loop configurations in a triangle.
Littlewood-Richardson coefficients and integrable tilings.
On the asymptotic number of plane curves and alternating knots.
On the doubly refined enumeration of alternating sign matrices and totally symmetric self-complementary plane partitions.
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