# HG changeset patch # User Rob Beezer # Date 1295757179 28800 # Node ID e76426e5a607c9bab9d5538fe34d2c9c9aa9bae7 # Parent 3ad0748b11ae30f5c4c0f5bc2e4bd15b8e808840 8948: vector printing doctests diff -r 3ad0748b11ae -r e76426e5a607 sage/geometry/toric_lattice.py --- a/sage/geometry/toric_lattice.py Tue May 11 01:29:26 2010 -0500 +++ b/sage/geometry/toric_lattice.py Sat Jan 22 20:32:59 2011 -0800 @@ -914,9 +914,9 @@ sage: L = ToricLattice(3, "L") sage: L.submodule_with_basis([(3,2,1),(1,2,3)])._latex_() - '\\left\\langle\\left(3,2,1\\right)_{L}, \\left(1,2,3\\right)_{L}\\right\\rangle' + '\\left\\langle\\left(3,\\,2,\\,1\\right)_{L}, \\left(1,\\,2,\\,3\\right)_{L}\\right\\rangle' sage: L.submodule([(3,2,1),(1,2,3)])._latex_() - '\\left\\langle\\left(1,2,3\\right)_{L}, \\left(0,4,8\\right)_{L}\\right\\rangle' + '\\left\\langle\\left(1,\\,2,\\,3\\right)_{L}, \\left(0,\\,4,\\,8\\right)_{L}\\right\\rangle' """ s = '\\left\\langle' s += ', '.join([ b._latex_() for b in self.basis() ]) @@ -1221,12 +1221,11 @@ sage: Ns = N.submodule([N(2,4,0), N(9,12,0)]) sage: Q = N/Ns sage: print Q._latex_() - N / \left\langle\left(1,8,0\right)_{N}, - \left(0,12,0\right)_{N}\right\rangle + N / \left\langle\left(1,\,8,\,0\right)_{N}, \left(0,\,12,\,0\right)_{N}\right\rangle sage: Ns = N.submodule([N(1,4,0)]) sage: Q = N/Ns sage: print Q._latex_() - N / \left\langle\left(1,4,0\right)_{N}\right\rangle + N / \left\langle\left(1,\,4,\,0\right)_{N}\right\rangle """ return "%s / %s" % (latex(self.V()), latex(self.W())) @@ -1441,7 +1440,7 @@ sage: Ns = N.submodule([N(2,4,0), N(9,12,0)]) sage: Q = N/Ns sage: print Q.gen(0)._latex_() - \left[0,1,0\right]_{N} + \left[0,\,1,\,0\right]_{N} """ return latex(self.lift()).replace("(", "[", 1).replace(")", "]", 1) diff -r 3ad0748b11ae -r e76426e5a607 sage/geometry/toric_lattice_element.pyx --- a/sage/geometry/toric_lattice_element.pyx Tue May 11 01:29:26 2010 -0500 +++ b/sage/geometry/toric_lattice_element.pyx Sat Jan 22 20:32:59 2011 -0800 @@ -351,7 +351,7 @@ sage: Ld = ToricLattice(3, "L").dual() sage: e = Ld(1,2,3) sage: e._latex_() - '\\left(1,2,3\\right)_{L^*}' + '\\left(1,\\,2,\\,3\\right)_{L^*}' """ return "%s_{%s}" % (super(ToricLatticeElement, self)._latex_(), self.parent().ambient_module()._latex_name) diff -r 3ad0748b11ae -r e76426e5a607 sage/misc/latex.py --- a/sage/misc/latex.py Tue May 11 01:29:26 2010 -0500 +++ b/sage/misc/latex.py Sat Jan 22 20:32:59 2011 -0800 @@ -993,13 +993,13 @@ sage: a = vector(QQ, [1,2,3]) sage: latex(a) - \left(1,2,3\right) + \left(1,\,2,\,3\right) sage: latex.vector_delimiters("[", "]") sage: latex(a) - \left[1,2,3\right] + \left[1,\,2,\,3\right] sage: latex.vector_delimiters(right="\\}") sage: latex(a) - \left[1,2,3\right\} + \left[1,\,2,\,3\right\} sage: latex.vector_delimiters() ['[', '\\}'] diff -r 3ad0748b11ae -r e76426e5a607 sage/modular/modsym/element.py --- a/sage/modular/modsym/element.py Tue May 11 01:29:26 2010 -0500 +++ b/sage/modular/modsym/element.py Sat Jan 22 20:32:59 2011 -0800 @@ -181,7 +181,7 @@ sage: set_modsym_print_mode('modular'); latex(x) # indirect doctest \left\{\frac{-1}{9}, 0\right\} + \left\{\infty, 0\right\} sage: set_modsym_print_mode('vector'); latex(x) # indirect doctest - \left(1,0,1\right) + \left(1,\,0,\,1\right) sage: set_modsym_print_mode() """ diff -r 3ad0748b11ae -r e76426e5a607 sage/modules/free_module_element.pyx --- a/sage/modules/free_module_element.pyx Tue May 11 01:29:26 2010 -0500 +++ b/sage/modules/free_module_element.pyx Sat Jan 22 20:32:59 2011 -0800 @@ -1868,18 +1868,33 @@ return self.nonzero_positions() def _latex_(self): - """ - Return a latex representation of self. For example, if self is - the free module element (1,2,3,4), then following latex is - generated: "(1,2,3,4)" (without the quotes). The vector is - enclosed in parentheses by default, but the delimiters can be - changed using the command ``latex.vector_delimiters(...)``. + r""" + Return a latex representation of the vector ``self``. + + OUTPUT: + + If self is the free module element (1,2,3,4), + then a string with the following latex is returned: + "\left(1,\,2,\,3,\,4\right)" (without the quotes). + The vector is enclosed in parentheses by default, + but the delimiters can be changed using the command + ``latex.vector_delimiters(...)`` as in the example below. EXAMPLES:: sage: v = vector(QQ, [1,2,3]) sage: latex(v) - \left(1,2,3\right) + \left(1,\,2,\,3\right) + + This is an example of how to change the delimiters. + You have the power to mix and match, though it is + probably not advisable. For more detail see + :meth:`~sage.misc.latex.Latex.vector_delimiters`. + + sage: latex.vector_delimiters('[', '\\rangle') + sage: w = vector(CDF, [1,2,3]) + sage: latex(w) + \left[1.0,\,2.0,\,3.0\right\rangle """ latex = sage.misc.latex.latex vector_delimiters = latex.vector_delimiters() diff -r 3ad0748b11ae -r e76426e5a607 sage/modules/vector_callable_symbolic_dense.py --- a/sage/modules/vector_callable_symbolic_dense.py Tue May 11 01:29:26 2010 -0500 +++ b/sage/modules/vector_callable_symbolic_dense.py Sat Jan 22 20:32:59 2011 -0800 @@ -88,12 +88,12 @@ sage: f (u, v, w) |--> (2*u + v, u - w, w^2 + u) sage: latex(f) - \left( u, v, w \right) \ {\mapsto} \ \left(2 \, u + v,u - w,w^{2} + u\right) + \left( u, v, w \right) \ {\mapsto} \ \left(2 \, u + v,\,u - w,\,w^{2} + u\right) sage: r(t) = (cos(t), sin(t)) sage: r t |--> (cos(t), sin(t)) sage: latex(r) - t \ {\mapsto}\ \left(\cos\left(t\right),\sin\left(t\right)\right) + t \ {\mapsto}\ \left(\cos\left(t\right),\,\sin\left(t\right)\right) """ from sage.misc.latex import latex ring=self.base_ring()