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<p>In this work, a semi-orthogonal Tribonacci wavelet and a semi-orthogonal Tribonacci wavelet Galerkin method are proposed for obtaining numerical solutions of nonlinear singular boundary value problems (SBVPs). Several test problems illustrate the robustness and flexibility of the method when applied to linear and nonlinear differential equations carrying singularities.</p>

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Semi-orthogonal Tribonacci Wavelets and Numerical Solutions of Nonlinear Singular BVPs Arising in a Chemical Reaction

  • 期刊论文

  • 发表日期：

    2026年7月7日

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  • Ankita Yadav,
  • Amit K. Verma

摘要

In this work, a semi-orthogonal Tribonacci wavelet and a semi-orthogonal Tribonacci wavelet Galerkin method are proposed for obtaining numerical solutions of nonlinear singular boundary value problems (SBVPs). Several test problems illustrate the robustness and flexibility of the method when applied to linear and nonlinear differential equations carrying singularities.