Solving Two-Point Boundary Value Problems for Integro-Differential Equations Using the Simple Shooting-Projection Method. - Stefan M. Filipov; Ivan D. Gospodinov; Jordanka Angelova (NMA, 2014)

Shooting-projection method for two-point boundary value problems. - Stefan M. Filipov; Ivan D. Gospodinov; István Faragó (Appl. Math. Lett., 2017)

Solving Function Approximation Problems Using the L^2 -Norm of the Log Ratio as a Metric. - Ivan D. Gospodinov; Stefan M. Filipov; Atanas V. Atanassov (NMA, 2018)

Replacing the finite difference methods for nonlinear two-point boundary value problems by successive application of the linear shooting method. - Stefan M. Filipov; Ivan D. Gospodinov; István Faragó (J. Comput. Appl. Math., 2019)

The linearization methods as a basis to derive the relaxation and the shooting methods. - István Faragó; Stefan M. Filipov (CoRR, 2020)

Mathematical Modelling of Nonlinear Heat Conduction with Relaxing Boundary Conditions. - Stefan M. Filipov; István Faragó; Ana Avdzhieva (NMA, 2022)

Covering a Set of Points with a Minimum Number of Equal Disks via Simulated Annealing. - Stefan M. Filipov; Fani N. Tomova (NMA, 2022)

A Coupled PDE-ODE Model for Nonlinear Transient Heat Transfer with Convection Heating at the Boundary: Numerical Solution by Implicit Time Discretization and Sequential Decoupling. - Stefan M. Filipov; Jordan Hristov; Ana Avdzhieva; István Faragó (Axioms, 2023)