示例#1
0
    def __init__(self):
        family      = Regex(r'([^%s]|(\\[%s]))*' %
                            (family_punc, family_punc)) \
                      .setParseAction(self._family)
        size        = Regex(r"([0-9]+\.?[0-9]*|\.[0-9]+)") \
                      .setParseAction(self._size)
        name        = Regex(r'[a-z]+') \
                      .setParseAction(self._name)
        value       = Regex(r'([^%s]|(\\[%s]))*' %
                            (value_punc, value_punc)) \
                      .setParseAction(self._value)

        families = (family + ZeroOrMore(Literal(',') + family)).setParseAction(
            self._families)

        point_sizes = (size + ZeroOrMore(Literal(',') + size)).setParseAction(
            self._point_sizes)

        property = ((name + Suppress(Literal('=')) + value +
                     ZeroOrMore(Suppress(Literal(',')) + value))
                    | name).setParseAction(self._property)

        pattern = (Optional(families) + Optional(Literal('-') + point_sizes) +
                   ZeroOrMore(Literal(':') + property) + StringEnd())

        self._parser = pattern
        self.ParseException = ParseException
示例#2
0
        r'$dz/dt \/ = \/ \gamma xy^2 \/ + \/ \rm{s}(2\pi y+\phi)$',
        r'$x^1 2$',
        r'$\alpha_{i+1}^j \/ = \/ \rm{sin}(2\pi f_j t_i) e^{-5 t_i/\tau}$',
        r'$\cal{R}\prod_{i=\alpha_{i+1}}^\infty a_i\rm{sin}(2 \pi f x_i)$',
        r'$\bigodot \bigoplus \cal{R} a_i\rm{sin}(2 \pi f x_i)$',
        r'$x_i$',
        r'$5\/\angstrom\hspace{ 2.0 }\pi$',
        r'$x+1$',
        r'$i$',
        r'$i^j$',
    ]
    #~ w, h, fonts = math_parse_s_ft2font(s, 20, 72)
    for s in stests:
        try:
            print s
            print(expression + StringEnd()).parseString(s[1:-1])
        except ParseException, pe:
            print "*** ERROR ***", pe.msg
            print s
            print 'X' + (' ' * pe.loc) + '^'
            # how far did we get?
            print expression.parseString(s[1:-1])
        print

    #w, h, fonts = math_parse_s_ps(s, 20, 72)

if __name__ == '__main__':
    Element.fonts = DummyFonts()
    for i in range(5, 20):
        s = '$10^{%02d}$' % i
        print 'parsing', s