A matrix technique‐based numerical treatment of a nonlocal singular boundary value problems

• Published in: Mathematical methods in the applied sciences Vol. 48; no. 7; pp. 8322 - 8341
• Main Authors: Sriwastav, Nikhil, Barnwal, Amit K., Srivastav, Avinash Kumar, Chandra, Harish
• Format: Journal Article
• Language: English
• Published: Freiburg Wiley Subscription Services, Inc 15.05.2025
• Subjects: Astrophysics; Bernoulli polynomials; Boundary conditions; Boundary value problems; collocation method; Collocation methods; Differential equations; Error analysis; Exact solutions; Initial conditions; Lipschitz condition; Mathematical analysis; Operators (mathematics); Polynomials; Series expansion; singular boundary value problems; three‐point boundary value problems

The mathematical modeling of the decisive event of astrophysics, physiology, and many other areas of science and technology witness the involvement of singular boundary value problems. The nonlocal boundary conditions are more informative than local boundary conditions (initial conditions and two‐po...