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 | 1 | initial version |
Sage is based on Python which implies that any Python module is (in principle) usable from Sage. As there are modules to deal with mathml content in Python (such as mathdom you can do the following
Install the mathdom module within sage: within a console do
me@home sage -pip install mathdom me@home sage -pip install lxml
(As a prerequisite, I needed to install to packages into my linux distribution, namely "libxslt1-dev")
Then, launch sage and use mathdom (the example is taken from mathdom website)
me@home$ sage sage: from mathml.lmathdom import MathDOM sage: doc = MathDOM.fromString("+2^x+4-5i/6","infix_term") sage: for apply_tag in doc.xpath(u'//math:apply[math:plus]'): ....: apply_tag.set_operator(u'minus') sage: [ n.value() for n in doc.xpath(u'//math:cn') ] [2, 4, Complex(0-5j), 6] sage: from mathml.utils import pyterm sage: doc.serialize("python") u'2 * x - 4 * (-5j) / 6'
| | 2 | No.2 Revision |
Sage is based on Python which implies that any Python module is (in principle) usable from Sage. As there are modules to deal with mathml content in Python (such as mathdom you can do the following
Install the mathdom module within sage: within a console do
me@home$ sage -pip install mathdom me@home$ sage -pip installlxml
lxml
(As a prerequisite, I needed to install to packages into my linux distribution, namely "libxslt1-dev")
Then, launch sage and use mathdom (the example is taken from mathdom website)
me@home$ sage sage: from mathml.lmathdom import MathDOM sage: doc =MathDOM.fromString("+2^x+4-5i/6","infix_term")MathDOM.fromString("+2^x+4*-5i/6","infix_term") sage: for apply_tag in doc.xpath(u'//math:apply[math:plus]'): ....: apply_tag.set_operator(u'minus') sage: [ n.value() for n in doc.xpath(u'//math:cn') ] [2, 4, Complex(0-5j), 6] sage: from mathml.utils import pyterm sage: doc.serialize("python") u'2*** x - 4 * (-5j) /6'
6'
