Finding roots of polynomials.

A Programmatic Approach to Arithmetic

Eating the gap ovf Functional Equations and Polynomials in mathematical olympiads.

Polynomial identities involving Pascal's triangle rows

math from UCSB/Annapolis era

On the link between binomial theorem and discrete convolution

A study on partial dynamic equation on time scales involving derivatives of polynomials

Differentiation is process of finding the derivative, or rate of change, of a function. Derivative itself is defined by the limit of function's change divided by the function's argument change as change tends to zero. In particular, for polynomials the function's change is calculated via Binomial expansion.

This manuscript provides another approach to get derivative of odd-power, that is approach based on partial derivatives of polynomial function

Open research project on polynomial interpolation and approximation

Polynomial identity involving Binomial Theorem and Faulhaber's formula

Материјали за предмет математика у седмом разреду у школској 2024/2025. години