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RandomComplex   (Built-in Mathematica Symbol)
RandomComplex[] gives a pseudorandom complex number with real and imaginary parts in the range 0 to 1.RandomComplex[{z_min, z_max}] gives a pseudorandom complex number in the ...
RiemannSiegelZ   (Built-in Mathematica Symbol)
RiemannSiegelZ[t] gives the Riemann\[Dash]Siegel function Z(t).
Patterns for Some Common Types of ...   (Mathematica Tutorial)
Using the objects described in "Introduction to Patterns", you can set up patterns for many kinds of expressions. In all cases, you must remember that the patterns must ...
Registration and Passwords   (Mathematica Tutorial)
To install and use Mathematica and MathLM, you must activate your product and receive a password. Before registering, you must first begin the installation process according ...
Applications   (CUDALink Tutorial)
Because GPUs are SIMD machines, to exploit CUDA's potential you must pose the problem in an SIMD manner. Computation that can be partitioned in such a way that each thread ...
MathLink Development in C (Windows)   (Mathematica Tutorial)
This document describes how to compile and run MathLink programs written in the C language on computers running a Microsoft Windows operating system. ("MathLink and External ...
Column Structure   (DatabaseLink Tutorial)
This section discusses commands that get information about database columns. If you find that the examples in this section do not work as shown, you may need to install or ...
Options for Graphics   (Mathematica Tutorial)
When Mathematica plots a graph for you, it has to make many choices. It has to work out what the scales should be, where the function should be sampled, how the axes should ...
Nested Lists   (Mathematica Tutorial)
Ways to construct nested lists. This generates a table corresponding to a 2×3 nested list. This generates an array corresponding to the same nested list.
Highlight   (Combinatorica Package Symbol)
Highlight[g, p] displays g with elements in p highlighted. The second argument p has the form {s_1, s_2, ...}, where the s_i are disjoint subsets of vertices and edges of g.
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