5 #include "math_parser.h"
6 #include "support/lstrings.h"
11 latexkeys const wordlist[] =
13 //{"displaystyle", LM_TK_STY, LM_ST_DISPLAY},
14 //{"scriptscriptstyle", LM_TK_STY, LM_ST_SCRIPTSCRIPT},
15 //{"scriptstyle", LM_TK_STY, LM_ST_SCRIPT},
16 //{"textstyle", LM_TK_STY, LM_ST_TEXT},
17 {"Delta", LM_TK_SYM, LM_Delta},
18 {"Downarrow", LM_TK_SYM, LM_Downarrow},
19 {"Gamma", LM_TK_SYM, LM_Gamma},
20 {"Im", LM_TK_SYM, LM_Im},
21 {"Lambda", LM_TK_SYM, LM_Lambda},
22 {"Leftarrow", LM_TK_SYM, LM_Leftarrow},
23 {"Leftrightarrow", LM_TK_SYM, LM_Leftrightarrow},
24 {"Longleftarrow", LM_TK_SYM, LM_Longleftarrow},
25 {"Longleftrightarrow", LM_TK_SYM, LM_Longleftrightarrow},
26 {"Longrightarrow", LM_TK_SYM, LM_Longrightarrow},
27 {"Omega", LM_TK_SYM, LM_Omega},
28 {"Phi", LM_TK_SYM, LM_Phi},
29 {"Pi", LM_TK_SYM, LM_Pi},
30 {"Pr", LM_TK_FUNCLIM, 0},
31 {"Psi", LM_TK_SYM, LM_Psi},
32 {"Re", LM_TK_SYM, LM_Re},
33 {"Rightarrow", LM_TK_SYM, LM_Rightarrow},
34 {"Sigma", LM_TK_SYM, LM_Sigma},
35 {"Theta", LM_TK_SYM, LM_Theta},
36 {"Uparrow", LM_TK_SYM, LM_Uparrow},
37 {"Updownarrow", LM_TK_SYM, LM_Updownarrow},
38 {"Upsilon", LM_TK_SYM, LM_Upsilon},
39 {"Vert", LM_TK_SYM, LM_Vert},
40 {"Xi", LM_TK_SYM, LM_Xi},
41 {"acute", LM_TK_DECORATION, LM_acute},
42 {"aleph", LM_TK_SYM, LM_aleph},
43 {"alpha", LM_TK_SYM, LM_alpha},
44 {"amalg", LM_TK_SYM, LM_amalg},
45 {"angle", LM_TK_SYM, LM_angle},
46 {"approx", LM_TK_SYM, LM_approx},
47 {"arccos", LM_TK_FUNC, 0},
48 {"arcsin", LM_TK_FUNC, 0},
49 {"arctan", LM_TK_FUNC, 0},
50 {"arg", LM_TK_FUNC, 0},
51 {"asymp", LM_TK_SYM, LM_asymp},
52 {"backslash", LM_TK_SYM, LM_backslash},
53 {"bar", LM_TK_DECORATION, LM_bar},
54 {"begin", LM_TK_BEGIN, 0},
55 {"beta", LM_TK_SYM, LM_beta},
56 {"bigcap", LM_TK_BIGSYM, LM_cap},
57 {"bigcirc", LM_TK_SYM, LM_bigcirc},
58 {"bigcup", LM_TK_BIGSYM, LM_cup},
59 {"bigodot", LM_TK_BIGSYM, LM_bigodot},
60 {"bigoplus", LM_TK_BIGSYM, LM_oplus},
61 {"bigotimes", LM_TK_BIGSYM, LM_otimes},
62 {"bigsqcup", LM_TK_BIGSYM, LM_bigsqcup},
63 {"bigtriangledown", LM_TK_SYM, LM_bigtriangledown},
64 {"bigtriangleup", LM_TK_SYM, LM_bigtriangleup},
65 {"biguplus", LM_TK_BIGSYM, LM_biguplus},
66 {"bigvee", LM_TK_BIGSYM, LM_vee},
67 {"bigwedge", LM_TK_BIGSYM, LM_wedge},
68 {"bmod", LM_TK_FUNC, 0},
69 {"bot", LM_TK_SYM, LM_bot},
70 {"bowtie", LM_TK_SYM, LM_bowtie},
71 {"breve", LM_TK_DECORATION, LM_breve},
72 {"bullet", LM_TK_SYM, LM_bullet},
73 {"cap", LM_TK_SYM, LM_cap},
74 {"cdot", LM_TK_SYM, LM_cdot},
75 {"cdots", LM_TK_DOTS, LM_cdots},
76 {"check", LM_TK_DECORATION, LM_check},
77 {"chi", LM_TK_SYM, LM_chi},
78 {"circ", LM_TK_SYM, LM_circ},
79 {"clubsuit", LM_TK_SYM, LM_clubsuit},
80 {"cong", LM_TK_SYM, LM_cong},
81 {"coprod", LM_TK_BIGSYM, LM_coprod},
82 {"cos", LM_TK_FUNC, 0},
83 {"cosh", LM_TK_FUNC, 0},
84 {"cot", LM_TK_FUNC, 0},
85 {"coth", LM_TK_FUNC, 0},
86 {"csc", LM_TK_FUNC, 0},
87 {"cup", LM_TK_SYM, LM_cup},
88 {"dagger", LM_TK_SYM, LM_dagger},
89 {"dashv", LM_TK_SYM, LM_dashv},
90 {"ddagger", LM_TK_SYM, LM_ddagger},
91 {"ddot", LM_TK_DECORATION, LM_ddot},
92 {"ddots", LM_TK_DOTS, LM_ddots},
93 {"deg", LM_TK_FUNC, 0},
94 {"delta", LM_TK_SYM, LM_delta},
95 {"det", LM_TK_FUNCLIM, 0},
96 {"diamond", LM_TK_SYM, LM_diamond},
97 {"diamondsuit", LM_TK_SYM, LM_diamondsuit},
98 {"dim", LM_TK_FUNC, 0},
99 {"div", LM_TK_SYM, LM_div},
100 {"dot", LM_TK_DECORATION, LM_dot},
101 {"doteq", LM_TK_SYM, LM_doteq},
102 {"downarrow", LM_TK_SYM, LM_downarrow},
103 {"ell", LM_TK_SYM, LM_ell},
104 {"emptyset", LM_TK_MACRO, LM_emptyset},
105 {"end", LM_TK_END, 0},
106 {"epsilon", LM_TK_SYM, LM_epsilon},
107 {"equiv", LM_TK_SYM, LM_equiv},
108 {"eta", LM_TK_SYM, LM_eta},
109 {"exists", LM_TK_SYM, LM_exists},
110 {"exp", LM_TK_FUNC, 0},
111 {"flat", LM_TK_SYM, LM_flat},
112 {"forall", LM_TK_SYM, LM_forall},
113 {"frac", LM_TK_FRAC, 0},
114 {"frown", LM_TK_SYM, LM_frown},
115 {"gamma", LM_TK_SYM, LM_gamma},
116 {"gcd", LM_TK_FUNCLIM, 0},
117 {"geq", LM_TK_SYM, LM_geq},
118 {"gg", LM_TK_SYM, LM_gg},
119 {"grave", LM_TK_DECORATION, LM_grave},
120 {"hat", LM_TK_DECORATION, LM_hat},
121 {"hbar", LM_TK_SYM, LM_hbar},
122 {"heartsuit", LM_TK_SYM, LM_heartsuit},
123 {"hom", LM_TK_FUNC, 0},
124 {"hookleftarrow", LM_TK_SYM, LM_hookleftarrow},
125 {"hookrightarrow", LM_TK_SYM, LM_hookrightarrow},
126 {"imath", LM_TK_SYM, LM_imath},
127 {"in", LM_TK_SYM, LM_in},
128 {"inf", LM_TK_FUNCLIM, 0},
129 {"infty", LM_TK_SYM, LM_infty},
130 {"int", LM_TK_BIGSYM, LM_int},
131 {"iota", LM_TK_SYM, LM_iota},
132 {"jmath", LM_TK_SYM, LM_jmath},
133 {"kappa", LM_TK_SYM, LM_kappa},
134 {"ker", LM_TK_FUNC, 0},
135 {"label", LM_TK_LABEL, 0},
136 {"lambda", LM_TK_SYM, LM_lambda},
137 {"langle", LM_TK_SYM, LM_langle},
138 {"lceil", LM_TK_SYM, LM_lceil},
139 {"ldots", LM_TK_DOTS, LM_ldots},
140 {"left", LM_TK_LEFT, 0},
141 {"leftarrow", LM_TK_SYM, LM_leftarrow},
142 {"leftharpoondown", LM_TK_SYM, LM_leftharpoondown},
143 {"leftharpoonup", LM_TK_SYM, LM_leftharpoonup},
144 {"leftrightarrow", LM_TK_SYM, LM_leftrightarrow},
145 {"leq", LM_TK_SYM, LM_leq},
146 {"lfloor", LM_TK_SYM, LM_lfloor},
147 {"lg", LM_TK_FUNC, 0},
148 {"lim", LM_TK_FUNCLIM, 0},
149 {"liminf", LM_TK_FUNCLIM, 0},
150 {"limits", LM_TK_LIMIT, 1 },
151 {"limsup", LM_TK_FUNCLIM, 0},
152 {"ll", LM_TK_SYM, LM_ll},
153 {"ln", LM_TK_FUNC, 0},
154 {"log", LM_TK_FUNC, 0},
155 {"longleftarrow", LM_TK_SYM, LM_longleftarrow},
156 {"longleftrightarrow", LM_TK_SYM, LM_longleftrightarrow},
157 {"longmapsto", LM_TK_SYM, LM_longmapsto},
158 {"longrightarrow", LM_TK_SYM, LM_longrightarrow},
159 {"mapsto", LM_TK_SYM, LM_mapsto},
160 {"mathbf", LM_TK_FONT, LM_TC_BF},
161 {"mathcal", LM_TK_FONT, LM_TC_CAL},
162 {"mathit", LM_TK_FONT, LM_TC_IT},
163 {"mathnormal", LM_TK_FONT, LM_TC_VAR},
164 {"mathrm", LM_TK_FONT, LM_TC_RM},
165 {"mathsf", LM_TK_FONT, LM_TC_SF},
166 {"mathtt", LM_TK_FONT, LM_TC_TT},
167 {"max", LM_TK_FUNCLIM, 0},
168 {"mid", LM_TK_SYM, LM_mid},
169 {"min", LM_TK_FUNCLIM, 0},
170 {"models", LM_TK_SYM, LM_models},
171 {"mp", LM_TK_SYM, LM_mp},
172 {"mu", LM_TK_SYM, LM_mu},
173 {"nabla", LM_TK_SYM, LM_nabla},
174 {"natural", LM_TK_SYM, LM_natural},
175 {"nearrow", LM_TK_SYM, LM_nearrow},
176 {"neg", LM_TK_SYM, LM_neg},
177 {"neq", LM_TK_SYM, LM_neq},
178 {"newcommand", LM_TK_NEWCOMMAND, 0 },
179 {"ni", LM_TK_SYM, LM_ni},
180 {"nolimits", LM_TK_LIMIT, -1},
181 {"nonumber", LM_TK_NONUM, 0},
182 {"not", LM_TK_DECORATION, LM_not},
183 {"notin", LM_TK_MACRO, LM_notin},
184 {"nu", LM_TK_SYM, LM_nu},
185 {"nwarrow", LM_TK_SYM, LM_nwarrow},
186 {"odot", LM_TK_SYM, LM_odot},
187 {"oint", LM_TK_BIGSYM, LM_oint},
188 {"omega", LM_TK_SYM, LM_omega},
189 {"ominus", LM_TK_SYM, LM_ominus},
190 {"oplus", LM_TK_SYM, LM_oplus},
191 {"oslash", LM_TK_SYM, LM_oslash},
192 {"otimes", LM_TK_SYM, LM_otimes},
193 {"overbrace", LM_TK_DECORATION, LM_overbrace},
194 {"overleftarrow", LM_TK_DECORATION, LM_overleftarrow},
195 {"overline", LM_TK_DECORATION, LM_overline},
196 {"overrightarrow", LM_TK_DECORATION, LM_overightarrow},
197 {"parallel", LM_TK_SYM, LM_parallel},
198 {"partial", LM_TK_SYM, LM_partial},
199 {"perp", LM_TK_MACRO, LM_perp},
200 {"phi", LM_TK_SYM, LM_phi},
201 {"pi", LM_TK_SYM, LM_pi},
202 {"pm", LM_TK_SYM, LM_pm},
203 {"pmod", LM_TK_PMOD, 0},
204 {"prec", LM_TK_SYM, LM_prec},
205 {"preceq", LM_TK_SYM, LM_preceq},
206 {"prime", LM_TK_SYM, LM_prime},
207 {"prod", LM_TK_BIGSYM, LM_prod},
208 {"propto", LM_TK_SYM, LM_propto},
209 {"psi", LM_TK_SYM, LM_psi},
210 {"qquad", LM_TK_SPACE, LM_qquad},
211 {"quad", LM_TK_SPACE, LM_quad},
212 {"rangle", LM_TK_SYM, LM_rangle},
213 {"rceil", LM_TK_SYM, LM_rceil},
214 {"rfloor", LM_TK_SYM, LM_rfloor},
215 {"rho", LM_TK_SYM, LM_rho},
216 {"right", LM_TK_RIGHT, 0},
217 {"rightarrow", LM_TK_SYM, LM_rightarrow},
218 {"rightharpoondown", LM_TK_SYM, LM_rightharpoondown},
219 {"rightharpoonup", LM_TK_SYM, LM_rightharpoonup},
220 {"rightleftharpoons", LM_TK_SYM, LM_rightleftharpoons},
221 {"searrow", LM_TK_SYM, LM_searrow},
222 {"sec", LM_TK_FUNC, 0},
223 {"setminus", LM_TK_SYM, LM_setminus},
224 {"sharp", LM_TK_SYM, LM_sharp},
225 {"sigma", LM_TK_SYM, LM_sigma},
226 {"sim", LM_TK_SYM, LM_sim},
227 {"simeq", LM_TK_SYM, LM_simeq},
228 {"sin", LM_TK_FUNC, 0},
229 {"sinh", LM_TK_FUNC, 0},
230 {"smile", LM_TK_SYM, LM_smile},
231 {"spadesuit", LM_TK_SYM, LM_spadesuit},
232 {"sqcap", LM_TK_SYM, LM_sqcap},
233 {"sqcup", LM_TK_SYM, LM_sqcup},
234 {"sqrt", LM_TK_SQRT, 0},
235 {"sqsubseteq", LM_TK_SYM, LM_sqsubseteq},
236 {"sqsupseteq", LM_TK_SYM, LM_sqsupseteq},
237 {"stackrel", LM_TK_STACK, 0},
238 {"star", LM_TK_SYM, LM_star},
239 {"subset", LM_TK_SYM, LM_subset},
240 {"subseteq", LM_TK_SYM, LM_subseteq},
241 {"succ", LM_TK_SYM, LM_succ},
242 {"succeq", LM_TK_SYM, LM_succeq},
243 {"sum", LM_TK_BIGSYM, LM_sum},
244 {"sup", LM_TK_FUNCLIM, 0},
245 {"supset", LM_TK_SYM, LM_supset},
246 {"supseteq", LM_TK_SYM, LM_supseteq},
247 {"surd", LM_TK_SYM, LM_surd},
248 {"swarrow", LM_TK_SYM, LM_swarrow},
249 {"tan", LM_TK_FUNC, 0},
250 {"tanh", LM_TK_FUNC, 0},
251 {"tau", LM_TK_SYM, LM_tau},
252 {"textrm", LM_TK_FONT, LM_TC_TEXTRM},
253 {"theta", LM_TK_SYM, LM_theta},
254 {"tilde", LM_TK_DECORATION, LM_tilde},
255 {"times", LM_TK_SYM, LM_times},
256 {"top", LM_TK_SYM, LM_top},
257 {"triangle", LM_TK_SYM, LM_triangle},
258 {"triangleleft", LM_TK_SYM, LM_triangleleft},
259 {"triangleright", LM_TK_SYM, LM_triangleright},
260 {"underbrace", LM_TK_DECORATION, LM_underbrace},
261 {"underline", LM_TK_DECORATION, LM_underline},
262 {"uparrow", LM_TK_SYM, LM_uparrow},
263 {"updownarrow", LM_TK_SYM, LM_updownarrow},
264 {"uplus", LM_TK_SYM, LM_uplus},
265 {"upsilon", LM_TK_SYM, LM_upsilon},
266 {"varepsilon", LM_TK_SYM, LM_varepsilon},
267 {"varphi", LM_TK_SYM, LM_varphi},
268 {"varpi", LM_TK_SYM, LM_varpi},
269 {"varsigma", LM_TK_SYM, LM_varsigma},
270 {"vartheta", LM_TK_SYM, LM_vartheta},
271 {"vdash", LM_TK_SYM, LM_vdash},
272 {"vdots", LM_TK_DOTS, LM_vdots},
273 {"vec", LM_TK_DECORATION, LM_vec},
274 {"vee", LM_TK_SYM, LM_vee},
275 {"wedge", LM_TK_SYM, LM_wedge},
276 {"widehat", LM_TK_DECORATION, LM_widehat},
277 {"widetilde", LM_TK_DECORATION, LM_widetilde},
278 {"wp", LM_TK_SYM, LM_wp},
279 {"wr", LM_TK_SYM, LM_wr},
280 {"xi", LM_TK_SYM, LM_xi},
281 {"zeta", LM_TK_SYM, LM_zeta},
289 symbolindex(unsigned int i, short t) : id(i), token(t)
292 bool operator<(symbolindex const & s) const
294 return (id < s.id) || (id == s.id && token < s.token);
300 std::map<symbolindex, int> LatexkeyById;
301 std::map<string, int> LatexkeyByName;
304 // helper structure to initialize the maps on startup:
307 int const n = sizeof(wordlist)/sizeof(wordlist[0]);
308 for (latexkeys const * it = wordlist; it != wordlist + n; ++it) {
309 if (LatexkeyByName.find(it->name) != LatexkeyByName.end()) {
310 std::cerr << "math_hash.C: Bug: Duplicate entry: "
311 << it->name << std::endl;
313 LatexkeyByName[it->name] = it - wordlist;
315 LatexkeyById.find(symbolindex(it->id, it->token)) !=
316 LatexkeyById.end()) {
317 std::cerr << "math_hash.C: Bug: Duplicate entry: "
318 << it->name << " Id: "
319 << it->id << " token: " << it->token
322 LatexkeyById[symbolindex(it->id, it->token)] = it - wordlist;
327 // the "Initializer": Its default constructor is executed on loading and
334 latexkeys const * in_word_set(string const & str)
336 std::map<string, int>::const_iterator pos = LatexkeyByName.find(str);
337 return pos == LatexkeyByName.end() ? 0 : &wordlist[pos->second];
341 latexkeys const * lm_get_key_by_id(unsigned int id, short tc)
343 std::map<symbolindex, int>::const_iterator pos
344 = LatexkeyById.find(symbolindex(id, tc));
345 return pos == LatexkeyById.end() ? 0 : &wordlist[pos->second];