Maxima

Maxima is a system for the manipulation of symbolic and numerical expressions, including differentiation, integration, Taylor series, Laplace transforms, ordinary differential equations, systems of linear equations, polynomials, and sets, lists, vectors, matrices, and tensors. Maxima yields high precision numeric results by using exact fractions, arbitrary precision integers, and variable precision floating point numbers. Maxima can plot functions and data in two and three dimensions. Computer algebra system (CAS).

This software is also referenced in ORMS.


References in zbMATH (referenced in 85 articles , 1 standard article )

Showing results 1 to 20 of 85.
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  1. Steeb, Willi-Hans: Problems and solutions in introductory and advanced matrix calculus (2017)
  2. Alonso, L.; Gorin, T.: Joint probability distributions for projection probabilities of random orthonormal states (2016)
  3. Davis, Jon: Methods of applied mathematics with a software overview (to appear) (2016)
  4. Dobrushkin, Vladimir: Applied differential equations with boundary value problems (to appear) (2016)
  5. Dürre, Alexander; Vogel, Daniel: Asymptotics of the two-stage spatial sign correlation (2016)
  6. Kobayashi, Shigeki; Takato, Setsuo: Cooperation of KeTCindy and computer algebra system (2016)
  7. Ko, Jordan; Wynn, Henry P.: The algebraic method in quadrature for uncertainty quantification (2016)
  8. Timberlake, Todd Keene; Mixon, J. Wilson jun.: Classical mechanics with Maxima (2016)
  9. Ziegenbalg, Jochen; Ziegenbalg, Oliver; Ziegenbalg, Bernd: Algorithms from Hammurapi to Gödel. With examples from the computer algebra systems Mathematica and Maxima (2016)
  10. Basheer, Ayoub Basheer Mohammed; Moori, Jamshid: On a maximal subgroup of the Thompson simple group. (2015)
  11. Csenki, Attila: A differential equation for a class of discrete lifetime distributions with an application in reliability (2015)
  12. Fateman, Richard: Partitioning of algebraic subexpressions in computer algebra systems: an alternative to matching with an application to symbolic integration (2015)
  13. Henn, Hans-Wolfgang; Filler, Andreas: Didactics of analytical geometry and linear algebra. Understanding algebraically -- visualizing and applying geometrically (2015)
  14. Heras, Jónathan; Martín-Mateos, Francisco Jesús; Pascual, Vico: Modelling algebraic structures and morphisms in ACL2 (2015)
  15. Janowicz, Maciej; Kaleta, Joanna; Krzyżewski, Filip; Rusek, Marian; Orłowski, Arkadiusz: Homotopy analysis method for stochastic differential equations with maxima (2015)
  16. Lutowski, Rafał; Putrycz, Bartosz: Spin structures on flat manifolds (2015)
  17. Moss, Charles B.: Mathematical statistics for applied econometrics (2015)
  18. Rosebrock, Stephan: A sequence of symbols and support for the gifted (2015)
  19. van der Hoeven, Joris: Towards semantic mathematical editing (2015)
  20. Vaz, Cristina L.D.; Diniz, Hugo A.C.: Steady states solutions of Allen-Cahn equation by computer algebra (2015)

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