User:Pfafrich/Blahtex \mathcal bugs

User:Pfafrich/Blahtex en.wikipedia fixup Occurences of \mathcal{a} and \mathcal{2}, \mathbb{a} and \mathbb{2}. The lower case and number items in these fonts are not supported. In many cases there are standard symbols which can be substituted.

See also Latex Symbol chart


 * \mathcal{a} $$\mathcal{a}$$ - \dashv works in Blahtex but not texvc - 1 occurences
 * \mathcal{b} $$\mathcal{b}$$ - alternative \lfloor $$\lfloor\;$$ - 6 occurences
 * \mathcal{c} $$\mathcal{c}$$ - alternative \rfloor $$\rfloor\;$$ - 6 occurences
 * \mathcal{d} $$\mathcal{d}$$ - alternative \lceil $$\lceil\;$$ - 6 occurences
 * \mathcal{e} $$\mathcal{e}$$ - alternative \rceil $$\rceil\;$$ - 6 occurences
 * \mathcal{f} $$\mathcal{f}$$ - alternative \lbrace $$\lbrace\;$$
 * \mathcal{g} $$\mathcal{g}$$ - alternative \rbrace $$\rbrace\;$$
 * \mathcal{h} $$\mathcal{h}$$ - alternative \langle $$\langle\;$$
 * \mathcal{i} $$\mathcal{i}$$ - alternative \rangle $$\rangle\;$$
 * \mathcal{j} $$\mathcal{j}$$
 * \mathcal{k} $$\mathcal{k}$$
 * \mathcal{l} $$\mathcal{l}$$ -alternative \updownarrow $$\updownarrow$$ - 3 occurences
 * \mathcal{m} $$\mathcal{m}$$
 * \mathcal{n} $$\mathcal{n}$$
 * \mathcal{o} $$\mathcal{o}$$
 * \mathcal{p} $$\mathcal{p}$$ - \surd works in Blaxtex but not texvc - Proof techniques
 * \mathcal{q} $$\mathcal{q}$$
 * \mathcal{r} $$\mathcal{r}$$ - alternative \nabla $$\nabla\;$$
 * \mathcal{s} $$\mathcal{s}$$
 * \mathcal{t} $$\mathcal{t}$$
 * \mathcal{u} $$\mathcal{u}$$
 * \mathcal{v} $$\mathcal{v}$$
 * \mathcal{w} $$\mathcal{w}$$
 * \mathcal{x} $$\mathcal{x}$$
 * \mathcal{y} $$\mathcal{y}$$
 * \mathcal{z} $$\mathcal{z}$$
 * \mathcal{0} $$\mathcal{0}$$
 * \mathcal{1} $$\mathcal{1}$$ - alternative \infty $$\infty\;$$ - Direct sum of modules$$\mathcal{p}$$ Long-range dependency$$\mathcal{p}$$ Long-tail traffic$$\mathcal{p}$$
 * \mathcal{2} $$\mathcal{2}$$ - alternative \in $$\in\;$$
 * \mathcal{3} $$\mathcal{3}$$ - alternative \in $$\ni\;$$
 * \mathcal{4} $$\mathcal{4}$$ - alternative \triangle $$\triangle\;$$ 4 Darcy's law$$\mathcal{p}$$
 * \mathcal{5} $$\mathcal{5}$$ - close to \nabla $$\nabla\;$$ which is generally the intended symbol. 8 Upper convected time derivative$$\mathcal{p}$$ Upper Convected Maxwell $$\mathcal{p}$$
 * \mathcal{6} $$\mathcal{6}$$
 * \mathcal{7} $$\mathcal{7}$$
 * \mathcal{8} $$\mathcal{8}$$ - alternative \forall $$\forall\;$$
 * \mathcal{9} $$\mathcal{9}$$ - alternative \exists $$\exists\;$$


 * \mathcal{\tau*\delta} $$\mathcal{\tau*\delta} - {\tau*\delta}$$ - 1
 * \mathcal{\hat\Upsilon \hat x \hat\rho} $$\mathcal{\hat\Upsilon \hat x \hat\rho} - \hat\Upsilon \hat x \hat\rho$$ - 1
 * \mathcal{T'} $$\mathcal{T'}$$ - 1
 * \mathcal{F_N} $$\mathcal{F_N}$$ - 1
 * \mathcal{ALCQHI_{R^{+}}} $$\mathcal{ALCQHI_{R^{+}}}$$ - 1
 * \mathcal -2 $$\mathcal -2$$ - 1
 * \mathcal {\mid} $$\mathcal {\mid}$$ -1


 * \mathbb{a} $$\mathbb{a}$$
 * \mathbb{b} badly broken in texvc
 * \mathbb{c} badly broken in texvc
 * \mathbb{d} badly broken in texvc
 * \mathbb{e} badly broken in texvc
 * \mathbb{f} $$\mathbb{f}$$
 * \mathbb{g} $$\mathbb{g}$$
 * \mathbb{h} $$\mathbb{h}$$
 * \mathbb{i} $$\mathbb{i}$$
 * \mathbb{j} $$\mathbb{j}$$
 * \mathbb{k} $$\mathbb{k}$$
 * \mathbb{l} $$\mathbb{l}$$
 * \mathbb{m} $$\mathbb{m}$$
 * \mathbb{n} $$\mathbb{n}$$
 * \mathbb{o} $$\mathbb{o}$$
 * \mathbb{p} $$\mathbb{p}$$
 * \mathbb{q} $$\mathbb{q}$$
 * \mathbb{r} $$\mathbb{r}$$
 * \mathbb{s} $$\mathbb{s}$$
 * \mathbb{t} $$\mathbb{t}$$
 * \mathbb{u} $$\mathbb{u}$$
 * \mathbb{v} $$\mathbb{v}$$
 * \mathbb{w} $$\mathbb{w}$$
 * \mathbb{x} $$\mathbb{x}$$
 * \mathbb{y} $$\mathbb{y}$$
 * \mathbb{z} $$\mathbb{z}$$
 * \mathbb{0} $$\mathbb{0}$$
 * \mathbb{1} $$\mathbb{1}$$
 * \mathbb{2} $$\mathbb{2}$$
 * \mathbb{3} $$\mathbb{3}$$
 * \mathbb{4} $$\mathbb{4}$$
 * \mathbb{5} $$\mathbb{5}$$
 * \mathbb{6} $$\mathbb{6}$$
 * \mathbb{7} $$\mathbb{7}$$
 * \mathbb{8} $$\mathbb{8}$$
 * \mathbb{9} $$\mathbb{9}$$