[1] Andrews,G.E.,The Theory of Partitions,Addison-Wesley,London(1976).
[2] Bender,E.A.,A binomial q-Vandermonde convolution,Discrete Math.,1(1971), 115-119.
[3] Carlilz,L.,A note on q-Eulerian numbers,J.Comb.Th(A),25(1978),90-94.
[4] Foukles,H.O.,A non-recursive Combinatorial rule for Eulerian numbers,J.Comb.Th(A), 22(1977),246-248.
[5] Polya,G.,On the number of certain lattice polytopes,J.Comb.Th.,6(1969),102-105.
[6] Sulanke,R.A.,A generalized q-Vandermonde convolution,J.Comb.Th(A),31(1981), 33-42.
[7] Sulanke,R.A.,q-counting n-dimensional lattice paths,J.Comb.Th(A),33(1982), 135-146.
[8] Zeilberger,D.,A lattice walk approach to the‘inv’and‘maj’ q-counting of multiset permutations,J.Math.Anal,and Appl.,74(1980),192-199.
[9] Niederhausen,H.,Linear recurrences under side conditions,Europ.J.Combinatorics,1(1980),353-368.
[10] Chu Wen-chang,On the lattice path method in convolution type combinatorial identities (I)-A family of Lebesque-Stieltjes integral identities,Dongbei Shuxue.4,2(1988) 233-240. (in Chinese). |