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Maple Transactions, Volume 4
Volume 4, Number 1, 2024
- Athanasios C. Tzemos, George Contopoulos:
Formal Integrals of Motion in Time Periodic Hamiltonian Systems. - John P. May:
Maple Conference 2023 Mathematical Art and Creative Works Exhibit. - Albert Wang:
Computation of Nash Equilibria of Two-Person m x n Games. - François Lemaire, Louis Roussel:
Parameter Estimation using Integral Equations. - Gregory Akulov:
Arc Midpoint Computation: New Symbolic and Numeric Algorithms for Maple, CS, and Math. - Bahia Si Lakhal:
The Lagrangian formalism Application: Optimization of the Frahm damper. - Alban Quadrat, Fabrice Rouillier, Grace Younes:
L^infinity-norm computation for linear time-invariant systems depending on parameters. - Laurent Bernardin:
The Maple Conference 2023: An overview of the 2023 Maple Conference.
Volume 4, Number 2, 2024
- Elena Shmoylova, Stefan Vorkoetter:
Reflections on Maple's History as Told by Stefan Vorkoetter: Transcript of presentation on history of Maplesoft. - Paul Demarco:
A Short History of Maple Through a Biography of Stefan Vorkoetter. - Veselin Jungic:
A Poetic Visualization of the Process of Mathematical Discovery. - Daniel Alba-Cuellar:
Locating the roots of a quadratic equation in one variable through a Line-Circumference (LC) geometric construction in the plane of complex numbers. - David R. Stoutemyer:
Inverse spherical Bessel functions generalize Lambert W and solve similar equations containing trigonometric or hyperbolic subexpressions or their inverses. - Robert M. Corless:
Barycentric Hermite Interpolation. - William C. Bauldry:
The Cost of Cramer's Rule.
Volume 4, Number 3, 2024
- Tomás Recio, Thierry N. Dana-Picard:
From Thales Theorem to octic curves:: An illustrative journey, with the concourse of Computer Algebra and Dynamic Geometry software, through the uncertain territory of locus computation. - Robert M. Corless, Michelle Hatzel, Erik Postma:
The Extended Watson - Wong - Wyman Lemma in Maple. - David J. Jeffrey:
Puzzles. - Tobias Funk:
An Investigation of the Funk Transform. - David J. Jeffrey, Victoria Quance, Micaela Vancea:
Getting the third degree. - Marcus Lindsay:
The Three-Body and n-Body Problems. - Annie Cuyt, Sem Peelman, Irem Yaman:
How to Deal With Interpolation Points That Are Not Well-Spaced in Polynomial and Rational Interpolation.
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