######################################################################## ## ## Copyright (C) 2013-2024 The Octave Project Developers ## ## See the file COPYRIGHT.md in the top-level directory of this ## distribution or . ## ## This file is part of Octave. ## ## Octave is free software: you can redistribute it and/or modify it ## under the terms of the GNU General Public License as published by ## the Free Software Foundation, either version 3 of the License, or ## (at your option) any later version. ## ## Octave is distributed in the hope that it will be useful, but ## WITHOUT ANY WARRANTY; without even the implied warranty of ## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the ## GNU General Public License for more details. ## ## You should have received a copy of the GNU General Public License ## along with Octave; see the file COPYING. If not, see ## . ## ######################################################################## # List of supported symbols for the TeX interpreter # Reference: http://www.mathworks.com/help/matlab/ref/text_props.html # # Column 1 : symbol name # Column 2 : Unicode code # Column 3 : MS symbol code (http://www.kostis.net/charsets/symbol.htm) # # Arranged by listings in The TeXbook, Appendix F: # Greek lower case letters, Greek upper case, Misc Symbols type Ord, # "Large" operators, Binary operators, Relations, Negated relations, Arrows, # Openings, Closings, Alternate names, and Other (not in Appendix F Tables). alpha 0x03B1 0xF061 beta 0x03B2 0xF062 gamma 0x03B3 0xF067 delta 0x03B4 0xF064 epsilon 0x03B5 0xF065 zeta 0x03B6 0xF07A eta 0x03B7 0xF068 theta 0x03B8 0xF071 vartheta 0x03D1 0xF04A iota 0x03B9 0xF069 kappa 0x03BA 0xF06B lambda 0x03BB 0xF06C mu 0x03BC 0xF06D nu 0x03BD 0xF06E xi 0x03BE 0xF078 o 0x03BF 0xF0B0 pi 0x03C0 0xF070 varpi 0x03D6 0xF076 rho 0x03C1 0xF072 sigma 0x03C3 0xF073 varsigma 0x03C2 0xF056 tau 0x03C4 0xF074 upsilon 0x03C5 0xF075 phi 0x03C6 0xF066 chi 0x03C7 0xF063 psi 0x03C8 0xF079 omega 0x03C9 0xF077 Gamma 0x0393 0xF047 Delta 0x0394 0xF044 Theta 0x0398 0xF051 Lambda 0x039B 0xF04C Xi 0x039E 0xF058 Pi 0x03A0 0xF050 Sigma 0x03A3 0xF053 Upsilon 0x03D2 0xF055 Phi 0x03A6 0xF046 Psi 0x03A8 0xF059 Omega 0x03A9 0xF057 aleph 0x2135 0xF0C0 wp 0x2118 0xF0C3 Re 0x211C 0xF0C2 Im 0x2111 0xF0C1 partial 0x2202 0xF0B6 infty 0x221E 0xF0A5 prime 0x2032 0xF0A2 nabla 0x2207 0xF0D1 surd 0x221A 0xF0D6 angle 0x2220 0xF0D0 forall 0x2200 0xF022 exists 0x2203 0xF024 neg 0x00AC 0xF0D8 clubsuit 0x2663 0xF0A7 diamondsuit 0x2666 0xF0A8 heartsuit 0x2665 0xF0A9 spadesuit 0x2660 0xF0AA int 0x222B 0xF0F2 pm 0x00B1 0xF0B1 cdot 0x22C5 0xF0D7 times 0x00D7 0xF0B4 ast 0x2217 0xF02A circ 0x2218 0xF0B0 bullet 0x2219 0xF0B7 div 0x00F7 0xF0B8 cap 0x2229 0xF0C7 cup 0x222A 0xF0C8 vee 0x2228 0xF0DA wedge 0x2227 0xF0D9 oplus 0x2295 0xF0C5 otimes 0x2297 0xF0C4 oslash 0x2298 0xF0C6 leq 0x2264 0xF0A3 subset 0x2282 0xF0CC subseteq 0x2286 0xF0CD in 0x2208 0xF0CE geq 0x2265 0xF0B3 supset 0x2283 0xF0C9 supseteq 0x2287 0xF0CA ni 0x220B 0xF027 mid 0x2223 0xF0BD equiv 0x2261 0xF0BA sim 0x223C 0xF07E approx 0x2248 0xF0BB cong 0x2245 0xF040 propto 0x221D 0xF0B5 perp 0x22A5 0xF05E leftarrow 0x2190 0xF0AC Leftarrow 0x21D0 0xF0DC rightarrow 0x2192 0xF0AE Rightarrow 0x21D2 0xF0DE leftrightarrow 0x2194 0xF0AB uparrow 0x2191 0xF0AD downarrow 0x2193 0xF0AF lfloor 0x230A 0xF0EB langle 0x27E8 0xF0E1 lceil 0x2308 0xF0E9 rfloor 0x230B 0xF0FB rangle 0x27E9 0xF0F1 rceil 0x2309 0xF0F9 neq 0x2260 0xF0B9 ldots 0x2026 0xF0BC 0 0x2205 0xF0C6 copyright 0x00A9 0xF0E3 deg 0x00B0 0xF0B0