28 results on '"Analytic continuation"'
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2. On Furusho’s analytic continuation of Drinfeld logarithms
3. A liquid inclusion having an n-fold axis of symmetry in an infinite isotropic elastic matrix
4. Formulas for Computing Euler-Type Integrals and Their Application to the Problem of Constructing a Conformal Mapping of Polygons
5. Generalization of the Notion of Completeness of a Riemannian Analytic Manifold
6. Numerical analytic continuation
7. A Residue Formula for Meromorphic Connections and Applications to Stable Sets of Foliations
8. The Tribonacci Dirichlet series
9. Real-analyticity of generalized sine functions with two parameters
10. On solutions of matrix soliton equations
11. On some formulae related to Euler sums
12. The Zeta Function of a Recurrence Sequence of Arbitrary Degree
13. Formulas for Computing the Lauricella Function in the Case of Crowding of Variables
14. On Analytic Continuation of Conformal Mapping of a Circular Triangle
15. Lauricella Function and the Conformal Mapping of Polygons
16. An Eshelby inclusion of arbitrary shape in a nonlinearly coupled thermoelectric material
17. Finite difference formulas in the complex plane
18. Analytic continuation extended Kalman filter framework for perturbed orbit estimation using a network of space-based observers with angles-only measurements
19. On Solutions to the Matrix Nonlinear Schrödinger Equation
20. Formulas for Analytic Continuation of Horn Functions of Two Variables
21. Lie Algebra of Killing Vector Fields and its Stationary Subalgebra
22. The kernel method tail asymptotics analytic approach for stationary probabilities of two-dimensional queueing systems
23. Iterative analytic extension in tomographic imaging
24. Cutkosky’s theorem for massive one-loop Feynman integrals: part 1
25. Pole Recovery From Noisy Data on Imaginary Axis
26. On weighted Bergman spaces of a domain with Levi-flat boundary II
27. In-plane deformations of a circular elastic inhomogeneity with an eccentric interphase layer
28. Multiple Lucas–Dirichlet Series Associated With Additive and Dirichlet Characters
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