Let F be a family of holomorphic curves of a domain D in C into a closed subset X in P^N(C). Let Q1(z),…, Q2t+1(z) be moving hypersurfaces in P^N(C) located in
Let P denote the equivalence relation on an epigroup in which any of its classes consists precisely of those elements owning the same pseudo-inverse. The purpos
In order to relieve the deficiency of the usual cubic Hermite spline curves, the quartic Hermite spline curves with shape parameters is further studied in this