127 lines
3.3 KiB
TeX
127 lines
3.3 KiB
TeX
%%%===========================================================================
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%%% Math macros for TeX input (form 128=0x80 to 255=0xff)
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%%%===========================================================================
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%------------------------------------------------------
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% Make active characters from 128 (0x80) to 255 (0xff)
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%------------------------------------------------------
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\newcount\asciiChar
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\asciiChar=128
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\loop
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\catcode\asciiChar=\active
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\advance\asciiChar by1
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\ifnum\asciiChar<256
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\repeat
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%-----------------------------
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% Fmath characters definition
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%-----------------------------
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\def€{\bot} % perpendicular
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\def<EFBFBD>{\alpha} % alpha
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\def‚{\beta} % beta
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\defƒ{\chi} % chi
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\def„{\delta} % delta
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\def…{\varepsilon} % epsilon
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\def†{\phi} % phi
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\def‡{\gamma} % gamma
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\defˆ{\eta} % eta
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\def‰{\iota} % iota
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\defŠ{\varphi} % phi1
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\def‹{\kappa} % kappa
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\defŒ{\lambda} % lambda
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\def<EFBFBD>{\mu} % mu
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\defŽ{\nu} % nu
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\def<EFBFBD>{\lceil} % bracketlefttp
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\def<EFBFBD>{\pi} % pi
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\def‘{\theta} % theta
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\def’{\rho} % rho
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\def“{\sigma} % sigma
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\def”{\tau} % tau
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\def•{\vartheta} % theta1
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\def–{\varpi} % omega1
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\def—{\omega} % omega
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\def˜{\xi} % xi
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\def™{\psi} % psi
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\defš{\zeta} % zeta
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\def›{\lbrace} % braceleft
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\defœ{\mid} % bar
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\def<EFBFBD>{\rbrace} % braceright
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\defž{\lfloor} % bracketleftbt
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\defŸ{\rfloor} % bracketrightbt
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\def {\diamond} % lozenge
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\def¡{\Upsilon} % Upsilon1
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\def¢{\emptyset} % emptyset
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\def£{\leq} % lessequal
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\def¤{\cap} % intersection
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\def¥{\infty} % infinity
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\def¦{\ddag} % daggerdbl
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\def§{\dag} % dagger
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\def¨{^1} % onesuperior
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\def©{^2} % twosuperior
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\defª{^3} % threesuperior
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\def«{\leftrightarrow} % arrowboth
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\def¬{\leftarrow} % arrowleft
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\def{\uparrow} % arrowup
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\def®{\rightarrow} % arrowright
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\def¯{\downarrow} % arrowdown
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\def°{^0} % degree
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\def±{\pm} % plusminus
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\def²{\cdot} % dotmath
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\def³{\geq} % greaterequal
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\def´{\times} % multiply
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\defµ{\propto} % proportional
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\def¶{\partial} % partialdiff
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\def·{\bullet} % bullet
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\def¸{\div} % divide
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\def¹{\neq} % notequal
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\defº{\equiv} % equivalence
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\def»{\approx} % approxequal
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\def¼{\ldots} % ellipsis
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\def½{\ll} % guillemotleft
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\def¾{\gg} % guillemotright
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\def¿{\rceil} % bracketrighttp
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\defÀ{\aleph} % aleph
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\defÁ{\Im} % Ifraktur
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\defÂ{\Re} % Rfraktur
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\defÃ{\wp} % weierstrass
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\defÄ{\otimes} % circlemultiply
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\defÅ{\oplus} % circleplus
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\defÈ{\cup} % union
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\defÉ{\supset} % propersuperset
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\defÊ{\supseteq} % reflexsuperset
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\defË{\not\subset} % notsubset
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\defÌ{\subset} % propersubset
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\defÍ{\subseteq} % reflexsubset
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\defÎ{\in} % element
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\defÏ{\notin} % notelement
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\defÐ{\angle} % angle
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\defÑ{\nabla} % gradient
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\defÒ{\forall} % universal
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\defÓ{\exists} % existential
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\defÔ{\cong} % congruent
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\defÕ{\prod} % product
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\defÖ{\sqrt} % radical
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\defØ{\lnot} % logicalnot
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\defÙ{\land} % logicaland
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\defÚ{\lor} % logicalor
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\defÛ{\Leftrightarrow} % arrowdblboth
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\defÜ{\Leftarrow} % arrowdblleft
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\defÝ{\Uparrow} % arrowdblup
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\defÞ{\Rightarrow} % arrowdblright
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\defß{\Downarrow} % arrowdbldown
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\defá{\langle} % angleleft
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\defã{'} % prime
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\defå{\sum} % summation
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\defì{\Gamma} % Gamma
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\defí{\Delta} % Delta
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\defð{\Theta} % Theta
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\defñ{\rangle} % angleright
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\defò{\int} % integral
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\defó{\Lambda} % Lambda
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\defõ{\Xi} % Xi
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\defø{\Pi} % Pi
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\defú{\Sigma} % Sigma
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\defý{\Phi} % Phi
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\defþ{\Psi} % Psi
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\defÿ{\Omega} % Omega
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