Pages that link to "Item:Q1392838"
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The following pages link to A method solving Kepler's equation for hyperbolic case (Q1392838):
Displaying 10 items.
- Fast computation of Jacobian elliptic functions and incomplete elliptic integrals for constant values of elliptic parameter and elliptic characteristic (Q642313) (← links)
- Solving Kepler's equation via Smale's \(\alpha\)-theory (Q740356) (← links)
- Dynamic discretization method for solving Kepler's equation (Q868493) (← links)
- A fast procedure solving Gauss' form of Kepler's equation (Q1288685) (← links)
- A method solving Kepler's equation without transcendental function evaluations (Q1371382) (← links)
- Fast procedure solving universal Kepler's equation (Q1573560) (← links)
- On solving Kepler's equation for nearly rectilinear hyperbolic orbits (Q1610305) (← links)
- A monotonic starter for solving the hyperbolic Kepler equation by Newton's method (Q2005614) (← links)
- Fast switch and spline scheme for accurate inversion of nonlinear functions: the new first choice solution to Kepler's equation (Q2284079) (← links)
- Approximate solutions of the hyperbolic Kepler equation (Q5964715) (← links)