Meromorphic solutions of generalized inviscid Burgers' equations and a family of quadratic PDEs

Meromorphic solutions of generalized inviscid Burgers' equations in C2C2 are characterized. The results are employed to characterize meromorphic solutions of the partial differential equation P(ux,uy)=0P(ux,uy)=0, where P   is the general irreducible quadratic polynomial in C2C2.