The Legendre wavelets operational matrix of integration Page 1 International Journal of Systems
Science, 2001, volume 32, number 4, pages 495±502 The Legendre wavelets operational …

In this paper we present operational matrix of integration (OMI) of Chebyshev wavelets basis
and the product operation matrix (POM) of it. Some comparative examples are included to …

A direct method for solving variational problems using Legendre wavelets is presented. An
operational matrix of integration is first introduced and is utilized to reduce a variational …

THE problems of spacecraft trajectory design and optimization attracted the attention of
researchers since the mid-1920s, when Walter Hohmann published his work on trajectory …

In this paper, we have a zeal for fulfilling the estimated scientific answers for the calculus of
variations by using the Sumudu transform method (STM). The main target is to search the …

A direct method for solving integral equations whose solutions are continuous or
discontinuous by using Chebyshev wavelet basis in Galerkin equations is presented …

In this paper, a new method for solving some classes of linear and nonlinear problems in
calculus of variations is presented. The method is based upon Bernoulli wavelets. The …

A numerical method for solving non‐linear optimal control problems with inequality
constraints is presented in this paper. The method is based upon Legendre wavelet …

A direct method for finding the solution of variational problems using a hybrid function is
discussed. The hybrid functions which consist of block‐pulse functions plus Chebyshev …

A numerical method for solving time varying linear quadratic optimal control problems with
inequality constraints is presented. The method is based upon hybrid functions …