On The Proofs Of Triple Product Identities And The Applications Of Residue Theorem

q-series theory of the development of more than two hundreds, Jacobi triple product identity is one of very important q-series identities. This operator, respectively, structure function, binomial coefficients that proved residuals Jacobi triple product identity. Binomial coefficient which indicated that the residuals proved to be a new proof. Binomial coefficient residuals ideas proved simple, convenient operation. In the next chapter in this way to prove a lot of q-series identities, because the composition and q are closely linked to progression in the last chapter with a brief introduction of the binomial coefficient residuals that proof of combinatorial identities.