NumberFieldNormRepresentatives[a, m] gives a list of representatives of classes of algebraic integers of norm \[PlusMinus]m in the field \[DoubleStruckCapitalQ][a] generated ...
$MinNumber gives the minimum positive arbitrary-precision number that can be represented on a particular computer system.
NumberForm[expr, n] prints with approximate real numbers in expr given to n-digit precision.
MachineNumberQ[expr] returns True if expr is a machine-precision real or complex number, and returns False otherwise.
Functions like Factor usually assume that all coefficients in the polynomials they produce must involve only rational numbers. But by setting the option Extension you can ...
$MaxNumber gives the maximum arbitrary-precision number that can be represented on a particular computer system.
NumberFieldFundamentalUnits[a] gives a list of fundamental units for the field \[DoubleStruckCapitalQ][a] generated by the algebraic number a.
$NumberMarks gives the default value for the option NumberMarks, which specifies whether ` marks should be included in the input form representations of approximate numbers.
Some integer functions. The remainder on dividing 17 by 3. The integer part of 17/3.
$MinMachineNumber is the smallest positive machine-precision number that can be used on a particular computer system.