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gfanToLatex -- convert a list of polynomials to LaTeX

Synopsis

Description

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}

                2    2     2      2           2             4     2 2    2  
o2 = {{(y*z) + z , (x ) - z }, {(x ) + y*z, (z ) + y*z}, {(x ) - x y , (x z)
     ------------------------------------------------------------------------
        2     2     2           2      2      2     2     2    2 2     4 
     + x y, (z ) - x , (y*z) + x }, {(x z) + x y, (z ) - x , (x y ) - x ,
     ------------------------------------------------------------------------
              2      2      2            2    2     2
     (y*z) + x }, {(x y) + x z, (y*z) + x , (z ) - x }}

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.

Ways to use gfanToLatex :

For the programmer

The object gfanToLatex is a method function with options.