The result of over 30 years of cutting-edge research and development, Maple helps you analyze, explore, visualize, and solve mathematical problems. With over 5000 functions, Maple offers the breadth, depth, and performance to handle every type of mathematics. Maple’s intuitive interface supports multiple styles of interaction, from Clickable Math™ tools to a sophisticated programming language. Using the smart document environment provided by Maple, you can automatically capture all of your technical knowledge in an electronic form that combines calculations, explanatory text and math, graphics, images, sound, and diagrams. Computer algebra system (CAS).

This software is also referenced in ORMS.

References in zbMATH (referenced in 3747 articles , 10 standard articles )

Showing results 1 to 20 of 3747.
Sorted by year (citations)

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  1. Belgacem, Fethi Bin Muhammad; Silambarasan, Rathinavel: A distinctive Sumudu treatment of trigonometric functions (2017)
  2. Herman, Russell L.: An introduction to Fourier analysis (2017)
  3. Abramovich, Sergei: Exploring mathematics with integrated spreadsheets in teacher education (2016)
  4. Abramov, Sergey A.; Petkovšek, Marko; Ryabenko, Anna A.: Resolving sequences of operators for linear ordinary differential and difference systems of arbitrary order (2016)
  5. Abramov, Sergey A.; Ryabenko, Anna A.; Khmelnov, Dennis E.: Procedures for searching local solutions of linear differential systems with infinite power series in the role of coefficients (2016)
  6. Agrawal, P.N.; Ispir, Nurhayat; Kajla, Arun: Approximation properties of Lupas-Kantorovich operators based on Polya distribution (2016)
  7. Alcázar, Juan Gerardo; Hermoso, Carlos: Involutions of polynomially parametrized surfaces (2016)
  8. Aliev, Ali V.; Mishchenkova, Olga V.; Lipanov, Alexey M.: Mathematical modeling and numerical methods in chemical physics and mechanics (2016)
  9. Batkhin, A.B.: Parameterization of the discriminant set of a polynomial (2016)
  10. Borwein, Jonathan M.; Sinnamon, Corwin W.: A closed form for the density functions of random walks in odd dimensions (2016)
  11. Bostan, Alin; Chèze, Guillaume; Cluzeau, Thomas; Weil, Jacques-Arthur: Efficient algorithms for computing rational first integrals and Darboux polynomials of planar polynomial vector fields (2016)
  12. Bradford, Russell; Davenport, James H.; England, Matthew; McCallum, Scott; Wilson, David: Truth table invariant cylindrical algebraic decomposition (2016)
  13. Brauer, Fred; Kribs, Christopher: Dynamical systems for biological modeling. An introduction (2016)
  14. Bremner, Murray R.; Dotsenko, Vladimir: Algebraic operads. An algorithmic companion (2016)
  15. Ceballos, M.; Núñez, J.; Tenorio, Á.F.: Algorithm to compute abelian subalgebras and ideals in Malcev algebras (2016)
  16. Chipalkatti, Jaydeep: On the coincidences of Pascal lines (2016)
  17. Chudasama, Meera H.; Dave, B.I.: Some new class of special functions suggested by the confluent hypergeometric function (2016)
  18. Dandurand, Brian; Wiecek, Margaret M.: Quadratic scalarization for decomposed multiobjective optimization (2016)
  19. Di Nardo, E.: On photon statistics parametrized by a non-central Wishart random matrix (2016)
  20. Dobrushkin, Vladimir: Applied differential equations with boundary value problems (to appear) (2016)

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