This method converts marked polynomial lists and lists of marked polynomial lists to latex. If the given input is a list, the option polynomialsetlist is assumed. Similarly, if the input is a marked polynomial list then polynomialset is assumed.
i1 : QQ[x,y,z]; |
i2 : L = gfan{x^2 + y*z, z^2 + y*z} o2 = {{(y*z) + z^2, (x^2) -z^2}, {(x^2) + y*z, (z^2) + y*z}, {(x^4) -x^2*y^2, (x^2*z) + x^2*y, (z^2) -x^2, (y*z) + x^2}, {(x^2*z) ---------------------------------------------------------------------------------------------------------------------------- + x^2*y, (z^2) -x^2, (x^2*y^2) -x^4, (y*z) + x^2}, {(x^2*y) + x^2*z, (y*z) + x^2, (z^2) -x^2}} o2 : List |
i3 : gfanToLatex L o3 = $ \{\{yz+z^{2}, x^{2}-z^{2}\} , \{x^{2}+yz, z^{2}+yz\} , \{x^{4}-x^{2}y^{2}, x^{2}z+x^{2}y, z^{2}-x^{2}, yz+x^{2}\} , \{x^{2}z+x^{2}y, z^{2}-x^{2}, x^{2}y^{2}-x^{4}, yz+x^{2}\} , \{x^{2}y+x^{2}z, yz+x^{2}, z^{2}-x^{2}\} \} $ |
i4 : gfanToLatex first L o4 = $ \{yz+z^{2}, x^{2}-z^{2}\} $ |
i5 : gfanToLatex({{x,z}, {x+y, x+z}}, "polynomialset" => true) o5 = $ \{x+y, z+x\} $ |
gfan Documentation This program converts ASCII math to TeX math. The data-type is specified by the options.Options:-h: Add a header to the output. Using this option the output will be LaTeXable right away.--polynomialset_: The data to be converted is a list of polynomials.--polynomialsetlist_: The data to be converted is a list of lists of polynomials.
The object gfanToLatex is a method function with options.