HYPERPLANE RECONSTRUCTION OF THE TUTTE POLYNOMIAL OF A GEOMETRIC LATTICE

[1] AIGNER M, 1976, KOMBINATORIK MATROID

[2] COMBINATORIAL MODEL FOR SERIES-PARALLEL NETWORKS [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1971, 154 (FEB) : 1 - +

[3] BRYLAWSKI T, UNPUBLISHED

[4] BRYLAWSKI T, 1980, UNC LECTURE NOTE SER

[5] BRYLAWSKI T, 1980, 3RD CTR INT MAT EST

[6] BRYLAWSKI T, 1975, COMBINATORIAL THEO B, V19, P72

[7] DECOMPOSITION FOR COMBINATORIAL GEOMETRIES [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1972, 171 (SEP) : 235 - 282

[8] CRAPO H, UNPUBLISHED

[9] Crapo H. H., 1969, AEQUATIONES MATH, V3, P211, DOI DOI 10.1007/BF01817442

[10] HUHN AP, 1980, 23RD C P MATH I OB

[1] AIGNER M, 1976, KOMBINATORIK MATROID

[2] COMBINATORIAL MODEL FOR SERIES-PARALLEL NETWORKS [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1971, 154 (FEB) : 1 - +

[3] BRYLAWSKI T, UNPUBLISHED

[4] BRYLAWSKI T, 1980, UNC LECTURE NOTE SER

[5] BRYLAWSKI T, 1980, 3RD CTR INT MAT EST

[6] BRYLAWSKI T, 1975, COMBINATORIAL THEO B, V19, P72

[7] DECOMPOSITION FOR COMBINATORIAL GEOMETRIES [J]. TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, 1972, 171 (SEP) : 235 - 282

[8] CRAPO H, UNPUBLISHED

[9] Crapo H. H., 1969, AEQUATIONES MATH, V3, P211, DOI DOI 10.1007/BF01817442

[10] HUHN AP, 1980, 23RD C P MATH I OB