Mathematica 5 Flyer
Mathematica 5 Flyer
Game Manuals · PDF
| Filename | Mathematica_5_Flyer.pdf |
|---|---|
| Size | 0.08 MB |
| Subsection | Mathematica 5 Flyer |
| Downloads | 0 |
Enjoying MacTrove?
Anonymous downloads are free and unlimited.
Create a free account to track favorites,
contribute metadata corrections, and join the
community chat.
Reader
Loading…
OCR / Text contents
The Advanced Algorithms Release—
Introducing hundreds of new features
and major enhancements, including:
• Record-breaking speed for numerical linear algebra
• Wide-ranging support for fast sparse
matrix operations
• New-generation optimized numerical solvers
for ordinary and partial differential equations
• Major new algorithms for solving equations
and inequalities symbolically over complex
numbers, reals, and integers
• Fully integrated solver for differential
algebraic equations
• High-performance optimization and linear
programming, including interior point method
• Extensive support for vector and array functions
in numeric solvers
• Ground-breaking solver for recurrence equations
• Broader support for domain specifications in
symbolic computation
• .NET/Link™ for full integration with Microsoft
.NET framework
• Flexible import and export of DICOM, PNG, SVG,
and sparse matrix formats
• Optimized versions available for 64 bit hardware
and operating systems
• New quick-start interactive tutorial
FEATURES NEW IN MATHEMATICA 5
Mathematica 5 introduces important SYMBOLIC COMPUTATION NOTEBOOK INTERFACE
extensions to the Mathematica system, Solutions to mixed systems of equations and inequalities Enhanced Help Browser design
especially in scope and scalability of numeric in Reduce
Automatic copy/paste switching for Window
and symbolic computation. Building on the Complete solving of polynomial systems over real or
Enhanced support for slide show presentation
complex numbers
core language and extensive algorithm
AuthorTools support for notebook diffs
knowledge base of Mathematica, Version 5 Solving large classes of Diophantine equations
introduces a new generation of advanced ForAll and Exists quantifiers and quantifier elimination
…
Showing first 3,000 characters of 13,873 total. Open the full document →