A Fast and Accurate Universal Kepler Solver without Stumpff Series
Jack Wisdom, David M. Hernandez (Massachusetts Institute of, Technology)

TL;DR
This paper introduces a new universal Kepler solver that is both faster and more accurate than existing methods based on Stumpff series, improving computational efficiency in orbital mechanics.
Contribution
The paper presents a novel Kepler solver that avoids Stumpff series, offering enhanced speed and accuracy for solving Keplerian motion.
Findings
Outperforms Stumpff series-based methods in speed
Provides higher accuracy in initial value problem solutions
Simplifies computations in orbital mechanics
Abstract
We derive and present a fast and accurate solution of the initial value problem for Keplerian motion in universal variables that does not use the Stumpff series. We find that it performs better than methods based on the Stumpff series.
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