the sac newsletter
Number 2, February 1997.

Announcements - Literature


A list of Books published in 1996 - 1997


Ablamowicz R., Lounesto P., Parra J.M.
Clifford Algebras with Numeric and Symbolic Computations

Baumann G.
Mathematica in Theoretical Physics. Selected Examples from Classical Mechanics to Fractals.

Belmonte D., Belmonte A., Boggess A., Bryant J., Kiffe T.
Solving ODE's with Maple V.

Blachman N., Williams C., Boggess A., Barrow D., Rahe M.
CalcLabs with Mathematica.

Bronstein M.
Symbolic Integration I - Transcendental Functions

Bürgisser P., Clausen M., Shokrollahi M.A.
Algebraic Complexity Theory

Cox D., Little J.B., O'Shea D.
Ideals, Varieties, and Algorithms

Crandall R.E.
Topics in Advanced Scientific Computation

Cucker F., Shub M.
Foundations of Computational Mathematics

de Berg M., van Kreveld M., Overmars M., Schwarzkopf O.
Computational Geometry. Algorithms and Applications.

Ellis W., Johnson E., Lodi E. and Schwalbe D.
Maple V Flight Manual, Release 4.

Enns R., McGuire G.
Nonlinear Physics with Maple for Scientists and Engineers

Fuchssteiner B. et al. (The MuPad Group)
MuPAD User's Manual - MuPAD Version 1.2.2

Gaylord R., Nishidate K.
Modeling Nature: Cellular Automata Simulations with Mathematica

Gaylord R.J., Kamin S.N., Wellin P.R.
An Introduction to Programming with Mathematica

Gray A., Mezzino M., Pinksy M.
Ordinary Differential Equations via Mathematica.

Grozin A.G.
Using REDUCE in High Energy Physics.

Heck A.
Introduction to Maple

Hege H.-C., Polthier K.
Visualization and Mathematics

Kluge O.
Entwicklung einer Programmier-umgebung für die Parallelverarbeitung in der Computer-Algebra.

Maeder R.E.
The Mathematica Programmer II

Naundorf H.
Ein denotationales Modell für parallele objekt-basierte Systeme.

Naundorf H.
MAMMUT.

Packel E., Wagon S.
Animating Calculus. Mathematica Notebooks for the Laboratory.

Porter G.J., Hill D.R.
Interactive Linear Algebra in Mathcad

Redfern D.
The Maple Handbook: Maple V release 4

Schwalbe D., Wagon S.
VisualDSolve. Visualizing Differential Equations with Mathematica.

Sturmfels B.
Gröbner Bases and Convex Polytopes

Tocci C.S., Adams S.
Applied Maple for Engineers and Scientists

Trott M.
The Mathematica Guidebook.Concepts, Examples and Applications.

Varian H. Editor
Computational Economics and Finance: Modeling and Analysis with Mathematica

Winkler F.
Polynomial Algorithms in Computer Algebra

Yeargers E.K., Shonkwiler R.W., Herod J.V.
An Introduction to the Mathematics of Biology. With Computer Algebra Models

Zachary J.L.
Introduction to Scientific Programming. Computational Problem Solving Using Maple and C


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