Verzeichnis macros/latex/contrib/diffcoeff
diffcoeff: a package to ease the writing of a variety
of differential coefficients
Andrew Parsloe (ajparsloe@gmail.com)
This work may be distributed and/or modified under the
conditions of the LaTeX Project Public License, either
version 1.3c of this license or (at your option) any later
version. The latest version of this license is in
http://www.latex-project.org/lppl.txt
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Version 5.4 of diffcoeff adds to the configurability of the
differential and adjusts documentation accordingly.
Version 5.0 of diffcoeff introduced many interface incompat-
ibilities with version 4, which is still available through
the trailing optional argument in the \usepackage statement,
e.g., \usepackage{diffcoeff}[=v4]
Version 5 requires xtemplate from the l3packages bundle and
the mleftright package.
Manifest
%%%%%%%%
README.txt this document
diffcoeff.sty LaTeX .sty file
diffcoeff.pdf documentation for current version
diffcoeff.tex LaTeX source of documentation
diffcoeff5.def definition file
diffcoeff4.sty LaTeX .sty file for v4.2
diffcoeff4.pdf documentation for v4.2
diffcoeff4.tex LaTeX source of documentation for v4.2
diffcoeff-doc.def definition file for v4.2
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diffcoeff – Write differential coefficients easily and consistently
This package allows the easy and consistent writing of ordinary, partial and other derivatives of arbitrary (algebraic or numeric) order. For mixed partial derivatives, the total order of differentiation is calculated by the package. Optional arguments allow specification of points of evaluation (ordinary derivatives), or variables held constant (partial derivatives), and the placement of the differentiand (numerator or appended).
The package is built on xtemplate and the configurability it enables, extending to differentials (including simple line elements) and jacobians.
| Paket | diffcoeff |
| Version | 5.4 2023-11-14 |
| Lizenzen | The LaTeX Project Public License 1.3c |
| Betreuer | Andrew Parsloe |
| Enthalten in | TeX Live als diffcoeff MiKTeX als diffcoeff |
| Themen | Expl3 Mathematik |
| Siehe auch | derivative |
