Page:Algebraic relations between certain infinite products.djvu/1

 = Algebraic relations between certain infinite products =

(Proceedings of the London Mathematical Society, 2,, 1920, Records for 13 March 1919) It was proved by Prof. L. J. Rogers that Simpler proofs were afterwards found by Prof. Rogers and myself.

I have now found an algebraic relation between $$\scriptstyle{G(x)}$$ and $\scriptstyle{H(x)}$, viz.:

Another noteworthy formula is Each of these formulæ is the simplest of a large class.