Parameters

ChopTolerance = number

Tolerance of the Chop function

ContinuousNumberOfTries = number

How many iterations to try to find the limit for continuity and limits

ContinuousSFS = number

How many successive steps to be within tolerance for calculation of continuity

ContinuousTolerance = number

Tolerance for continuity of functions and for calculating the limit

DerivativeNumberOfTries = number

How many iterations to try to find the limit for derivative

DerivativeSFS = number

How many successive steps to be within tolerance for calculation of derivative

DerivativeTolerance = number

Tolerance for calculating the derivatives of functions

ErrorFunctionTolerance = number

Tolerance of the ErrorFunction

FloatPrecision = number

Floating point precision

FullExpressions = boolean

Print full expressions, even if more than a line

GaussDistributionTolerance = number

Tolerance of the GaussDistribution function

IntegerOutputBase = number

Integer output base

IsPrimeMillerRabinReps = number

Number of extra Miller-Rabin tests to run on a number before declaring it a prime in IsPrime

MaxDigits = number

Maximum digits to display

MaxErrors = number

Maximum errors to display

MixedFractions = boolean

If true, mixed fractions are printed

NumericalIntegralFunction = function

The function used for numerical integration in NumericalIntegral

NumericalIntegralSteps = number

Steps to perform in NumericalIntegral

OutputStyle = string

Output style, this can be normal, latex, mathml or troff.

This affects mostly how matrices and fractions are printed out and is useful for pasting into documents. For example you can set this to the latex by:

OutputStyle = "latex"

ResultsAsFloats = boolean

Convert all results to floats before printing

ScientificNotation = boolean

Use scientific notation

SumProductNumberOfTries = number

How many iterations to try for InfiniteSum and InfiniteProduct

SumProductSFS = number

How many successive steps to be within tolerance for InfiniteSum and InfiniteProduct

SumProductTolerance = number

Tolerance for InfiniteSum and InfiniteProduct