Pages that link to "Item:Q3167676"
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The following pages link to Construction and application of Bergman-type reproducing kernels for boundary and eigenvalue problems in the plane (Q3167676):
Displaying 8 items.
- Modified spectral parameter power series representations for solutions of Sturm-Liouville equations and their applications (Q275145) (← links)
- First characterization of a new method for numerically solving the Dirichlet problem of the two-dimensional electrical impedance equation (Q364407) (← links)
- Fundamentals of bicomplex pseudoanalytic function theory: Cauchy integral formulas, negative formal powers and Schrödinger equations with complex coefficients (Q371802) (← links)
- Transmutations, \(L\)-bases and complete families of solutions of the stationary Schrödinger equation in the plane (Q764961) (← links)
- Complete families of solutions for the Dirac equation using bicomplex function theory and transmutations (Q1929920) (← links)
- Some Recent Developments in the Transmutation Operator Approach (Q3296641) (← links)
- Bounded extremal problems in Bergman and Bergman-Vekua spaces (Q5037258) (← links)
- Runge property and approximation by complete systems of solutions for strongly elliptic equations (Q5862384) (← links)
