Vorschläge für bxcalc

Die folgenden Pakete haben etwas mit dem Paket bxcalc gemeinsam. Die Pakete sind in absteigender Ähnlichkeit sortiert.

Package didec: Fixed-point arithmetic with two decimal places
Package bnumexpr: Extends eTeX’s \numexpr...\relax construct to big integers
Package bigintcalc: Integer calculations on very large numbers
Package intcalc: Expandable arithmetic operations with integers
Package fp: Fixed point arithmetic
Package polexpr: A parser for polynomial expressions
Package calc: Simple arithmetic in LaTeX commands
Package zeckendorf: Knuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integers
Package basicarith: Macros for typesetting basic arithmetic
Package xlop: Calculates and displays arithmetic operations
Package etoc: Completely customisable TOCs
Package etex-pkg: ε-TeX support package
Package xskak: An extension to the skak package for chess typesetting
Package scrbase: Provide basic features for KOMA-Script
Package csquotes: <span>Context</span> sensitive quotation facilities
Package etoolbox: <span>e-TeX</span> tools for LaTeX
Package longdivision: Typesets long division
Package papermas: Compute the mass of a printed version of a document
Package realcalc: Macros for real arithmetic calculations
Package xint: Expandable arbitrary precision floating point and integer operations
Package hyperref: Extensive support for hypertext in LaTeX
Package luacomplex: Operations on complex numbers inside LaTeX documents using Lua
Package fibnum: Generate Fibonacci numbers
Package thepdfnumber: Print PDF numbers with minimal digits
Package xfp: Interface to the LaTeX3 floating point unit
Package calculator: Use LaTeX as a scientific calculator
Package numerica: Numerically evaluate mathematical expressions in LaTeX form
Package numerica-tables: Create multi-column tables of mathematical functions
Package pst-calculate: Support for floating point operations at LaTeX level
Package lcg: Generate random integers
Package numerica-plus: Iteration and recurrence relations: finding fixed points, zeros and extrema of functions