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RPM resource texlive-zeckendorf

This package extends the \xinteval syntax to do algebra in Q(phi) (where phi is the golden ratio), and compute Fibonacci numbers, Zeckendorf representations of positive integers and Bergman phi-representations of the positive elements of Z[phi]. The $ character is used to compute the Knuth Fibonacci multiplication. The package can be used either in a LaTeX document, or with Plain eTeX, or on the command line in an interactive session using eTeX. Being based upon xintexpr, it allows to compute with "arbitrarily" big integers, the reasonable use being with integers of at most a few hundreds of digits.

Found 3 sites for texlive-zeckendorf

Found 17 RPM for texlive-zeckendorf

PackageSummaryDistributionDownload
texlive-zeckendorf-2026.226.0.0.9dsvn77682-59.4.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersOpenSuSE Tumbleweed for noarchtexlive-zeckendorf-2026.226.0.0.9dsvn77682-59.4.noarch.rpm
Knuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integerstexlive-zeckendorf-2026.226.0.0.9dsvn77682-59.4.noarch.rpm
Knuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integerstexlive-zeckendorf-2026.222.0.0.9dsvn77682-58.1.noarch.rpm
texlive-zeckendorf-0.9d-77682.1.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big...OpenMandriva Cooker for x86_64texlive-zeckendorf-0.9d-77682.1.noarch.rpm
texlive-zeckendorf-0.9d-77682.1.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big...OpenMandriva Cooker for aarch64texlive-zeckendorf-0.9d-77682.1.noarch.rpm
texlive-zeckendorf-svn77682-3.fc45.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora Rawhide for x86_64texlive-zeckendorf-svn77682-3.fc45.noarch.rpm
texlive-zeckendorf-svn77682-3.fc45.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora Rawhide for aarch64texlive-zeckendorf-svn77682-3.fc45.noarch.rpm
texlive-zeckendorf-svn77682-3.fc45.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora Rawhide for ppc64letexlive-zeckendorf-svn77682-3.fc45.noarch.rpm
texlive-zeckendorf-svn77682-3.fc45.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora Rawhide for s390xtexlive-zeckendorf-svn77682-3.fc45.noarch.rpm
texlive-zeckendorf-svn77682-2.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 updates for x86_64texlive-zeckendorf-svn77682-2.fc44.noarch.rpm
texlive-zeckendorf-svn77682-2.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 updates for aarch64texlive-zeckendorf-svn77682-2.fc44.noarch.rpm
texlive-zeckendorf-svn77682-2.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 updates for ppc64letexlive-zeckendorf-svn77682-2.fc44.noarch.rpm
texlive-zeckendorf-svn77682-2.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 updates for s390xtexlive-zeckendorf-svn77682-2.fc44.noarch.rpm
texlive-zeckendorf-svn76884-1.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 for x86_64texlive-zeckendorf-svn76884-1.fc44.noarch.rpm
texlive-zeckendorf-svn76884-1.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 for aarch64texlive-zeckendorf-svn76884-1.fc44.noarch.rpm
texlive-zeckendorf-svn76884-1.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 for ppc64letexlive-zeckendorf-svn76884-1.fc44.noarch.rpm
texlive-zeckendorf-svn76884-1.fc44.noarch.htmlKnuth Fibonacci multiplication, Zeckendorf and Bergman representations of big integersFedora 44 for s390xtexlive-zeckendorf-svn76884-1.fc44.noarch.rpm

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