The following pages link to Kaname Amano (Q194936):
Displaying 31 items.
- Fundamental solution method for two-dimensional Stokes flow problems with one-dimensional periodicity (Q623732) (← links)
- Numerical conformal mappings onto the linear slit domain (Q691984) (← links)
- Numerical conformal mapping of periodic structure domains (Q698395) (← links)
- Numerical conformal mappings of unbounded multiply-connected domains using the charge simulation method (Q968677) (← links)
- Unique solvability of the linear system appearing in the invariant scheme of the charge simulation method (Q1394565) (← links)
- Numerical conformal mappings of bounded multiply connected domains by the charge simulation method. (Q1410847) (← links)
- Theoretical scheme on numerical conformal mapping of unbounded multiply connected domain by fundamental solutions method (Q1585724) (← links)
- A fundamental solution method for viscous flow problems with obstacles in a periodic array. (Q1872966) (← links)
- A method of numerical conformal mapping of curved slit domains by the charge simulation method. (Q1872968) (← links)
- A fundamental solution method for three-dimensional viscous flow problems with obstacles in a periodic array (Q2493936) (← links)
- Numerical conformal mapping onto the unit disk with concentric circular slits by the charge simulation method (Q2740564) (← links)
- Representations of analytic functions on typical domains in terms of local values and truncation error estimates. (Q2749814) (← links)
- A circular and radial slit mapping of unbounded multiply connected domains (Q2843132) (← links)
- A note on the univalence of approximate conformal mapping functions (Q2869080) (← links)
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- A Charge Simulation Method for Numerical Conformal Mapping onto Circular and Radial Slit Domains (Q4389289) (← links)
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- Error estimates of the real inversion formulas of the laplace transform (Q5890195) (← links)
- Experiment on numerical conformal mapping of unbounded multiply connected domain in fundamental solutions method (Q5939817) (← links)