About the book
This book aims to include a detailed analysis, visualization and applications of polynomials. Polynomials are the powerful tool in pure as well as applied analysis. They are increasingly used for interpolation, extrapolation and approximations of various problems. Further, huge analysis can be performed by using various polynomials in spectral theory, where different methods are developed to compute numerical solutions to linear as well as nonlinear problems of differential and integral equations. By utilizing polynomials interpolation, we can easily investigate missing arguments in data. Recently the area of fractional calculus can be excellently approximated via using various polynomials. Researchers have used these polynomials in performing operational research. For instance, the orthogonal polynomials are used to derive some operational matrices which easily convert a differential equations to an easily solvable algebraic equations of Lyapunov or Sylvester type problem.