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view lisp/leim/quail/lrt.el @ 155:43dd3413c7c7 r20-3b4
Import from CVS: tag r20-3b4
| author | cvs |
|---|---|
| date | Mon, 13 Aug 2007 09:39:39 +0200 |
| parents | |
| children | acd284d43ca1 |
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;;; quail/lrt.el --- Quail package for inputting Lao characters by LRT method ;; Copyright (C) 1997 Free Software Foundation, Inc. ;; Copyright (C) 1997 Electrotechnical Laboratory, JAPAN. ;; Keywords: multilingual, input method, Lao, LRT. ;; This file is part of GNU Emacs. ;; GNU Emacs 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 2, or (at your option) ;; any later version. ;; GNU Emacs 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 GNU Emacs; see the file COPYING. If not, write to ;; the Free Software Foundation, 675 Mass Ave, Cambridge, MA 02139, USA. ;;; Code: (require 'quail) (require 'language/lao-util) (defconst lrt-consonant-table '(("k" . "(1!(B") ("kh" . "(1"(B") ("qh" . "(1$(B") ("ng" . "(1'(B") ("j" . "(1((B") ("s" . "(1J(B") ("x" . "(1*(B") ("y" . "(1-(B") ("d" . "(14(B") ("t" . "(15(B") ("th" . "(16(B") ("dh" . "(17(B") ("n" . "(19(B") ("b" . "(1:(B") ("p" . "(1;(B") ("hp" . "(1<(B") ("fh" . "(1=(B") ("ph" . "(1>(B") ("f" . "(1?(B") ("m" . "(1A(B") ("gn" . "(1B(B") ("l" . "(1E(B") ("r" . "(1C(B") ("v" . "(1G(B") ("w" . "(1G(B") ("hh" . "(1K(B") ("O" . "(1M(B") ("h" . "(1N(B") ("ngh" . "(1K'(B") ("yh" . "(1K](B") ("nh" . "(1|(B") ("mh" . "(1}(B") ("lh" . "0(1K\1(B") ("wh" . "(1KG(B") ("hl" . "(1KE(B") ("hy" . "(1K-(B") ("hn" . "(1K9(B") ("hm" . "(1KA(B") )) (defconst lrt-vowel-table '(("a" (0 ?(1P(B) (0 ?(1Q(B)) ("ar" (0 ?(1R(B)) ("i" (0 ?(1T(B)) ("ii" (0 ?(1U(B)) ("eu" (0 ?(1V(B)) ("ur" (0 ?(1W(B)) ("u" (0 ?(1X(B)) ("uu" (0 ?(1Y(B)) ("e" (1 ?(1`(B ?(1P(B) (1 ?(1`(B ?(1Q(B)) ("ee" (1 ?(1`(B)) ("ae" (1 ?(1a(B ?(1P(B) (1 ?(1a(B ?(1Q(B)) ("aa" (1 ?(1a(B)) ("o" (1 ?(1b(B ?(1P(B) (0 ?(1[(B) (?(1-(B 1 ?(1b(B ?(1Q(B) (?(1G(B 1 ?(1b(B ?(1Q(B)) ("oo" (1 ?(1b(B)) ("oe" (1 ?(1`(B ?(1R(B ?(1P(B) (0 ?(1Q(B ?(1M(B)) ("or" (0 ?(1m(B) (0 ?(1M(B)) ("er" (1 ?(1`(B ?(1T(B)) ("ir" (1 ?(1`(B ?(1U(B)) ("oua" (0 ?(1[(B ?(1G(B ?(1P(B) (0 ?(1Q(B ?(1G(B)) ("ua" (0 ?(1[(B ?(1G(B) (0 ?(1G(B)) ("ie" (1 ?(1`(B ?(1Q(B ?(1](B ?(1P(B) (0 ?(1Q(B ?(1](B)) ("ia" (1 ?(1`(B ?(1Q(B ?(1](B) (0 ?(1](B)) ("eua" (1 ?(1`(B ?(1V(B ?(1M(B)) ("ea" (1 ?(1`(B ?(1W(B ?(1M(B)) ("ai" (1 ?(1d(B)) ("ei" (1 ?(1c(B)) ("ow" (1 ?(1`(B ?(1[(B ?(1R(B)) ("am" (0 ?(1S(B)))) (eval-when-compile (defconst lrt-maa-sakod-table '(("k" . "(1!(B") ("ng" . "(1'(B") ("y" . "(1-(B") ("d" . "(14(B") ("n" . "(19(B") ("b" . "(1:(B") ("m" . "(1A(B") ("v" . "(1G(B") ("w" . "(1G(B"))) (defconst lrt-maa-sakod-alist (let ((map '(nil)) (l lrt-maa-sakod-table)) (while l (set-nested-alist (car (car l)) (cdr (car l)) map) (setq l (cdr l))) (cdr map))) ) (defconst lrt-tone-table '(("'" . "(1h(B") ("\"" . "(1i(B") ("+" . "(1k(B"))) (defun lrt-cv-compose (components consonant) (let ((idx (car components)) (i 0) len l) (setq components (cdr components)) (setq len (length components)) (while (< i len) (if (= i idx) (if (memq (get-char-code-property (car components) 'phonetic-type) '(vowel-upper vowel-lower tone)) (progn (setq l (cons (compose-string (concat (char-to-string (sref consonant 0)) (char-to-string (car components)))) l)) (if (> (chars-in-string consonant) 1) (setq l (cons (substring consonant (char-bytes (sref consonant 0))) l)))) (setq l (cons consonant l)) (setq l (cons (char-to-string (car components)) l))) (setq l (cons (char-to-string (car components)) l))) (setq components (cdr components) i (1+ i))) (if (= i idx) (setq l (cons consonant l))) (apply 'concat (nreverse l)))) (defun make-lrt-table () (insert "(quail-define-rules\n") (let ((l lrt-vowel-table)) (while l (insert (format " (\"%s\" \"%s\")\n" (car (car l)) (mapconcat 'char-to-string (cdr (car (cdr (car l)))) "")) ) (setq l (cdr l)))) (let ((l lrt-consonant-table)) (while l (let ((l-elt (car l))) (insert (format " (\"%s\" \"%s\")\n" (car l-elt) (cdr l-elt))) (let ((ll lrt-vowel-table)) (while ll (let* ((ll-elt (car ll)) (lrt-cv (lrt-cv-compose (car (cdr ll-elt)) (cdr l-elt)))) (insert (format " (\"%s%s\" [\"%s\"])\n" (car l-elt) (car ll-elt) lrt-cv)) (let ((lll lrt-maa-sakod-table)) (while lll (let ((lll-elt (car lll)) (lrt-cv2 (if (nth 2 ll-elt) (lrt-cv-compose (nth 2 ll-elt) (cdr l-elt)) lrt-cv))) (insert (format " (\"%s%s%s\" [\"%s%s\"])\n" (car l-elt) (car ll-elt) (car lll-elt) lrt-cv2 (cdr lll-elt)))) (setq lll (cdr lll)))) (setq ll (cdr ll))))) (setq l (cdr l))))) (insert " )\n")) (defun make-lrt-table () (insert "(quail-define-rules\n") (let ((l lrt-vowel-table)) (while l (insert (format " (\"%s\" \"%s\")\n" (car (car l)) (mapconcat 'char-to-string (cdr (car (cdr (car l)))) "")) ) (setq l (cdr l)))) (let ((l lrt-consonant-table)) (while l (let ((l-elt (car l))) (insert (format " (\"%s\" \"%s\")\n" (car l-elt) (cdr l-elt))) (let ((ll lrt-vowel-table)) (while ll (let* ((ll-elt (car ll)) (lrt-cv (lrt-cv-compose (car (cdr ll-elt)) (cdr l-elt)))) (insert (format " (\"%s%s\" ([\"%s\"] . lrt-maa-sakod-table))\n" (car l-elt) (car ll-elt) lrt-cv)) (setq ll (cdr ll))))) (setq l (cdr l))))) (insert " )\n")) (defmacro lrt-quail-define-rules (&rest rules) (let ((map '(quail-map)) rule) (while rules (setq rule (car rules) rules (cdr rules)) (if (not (consp (car (cdr rule)))) (set-nested-alist (car rule) (car (cdr rule)) map) (let ((entry (lookup-nested-alist (car rule) map nil nil t))) (if (null entry) (set-nested-alist (car rule) (car (cdr rule)) map nil (symbol-value (cdr (cdr rule)))) (set-nested-alist (car rule) (car (cdr rule)) map nil (append (symbol-value (cdr (cdr rule))) (cdr entry))))))) `(quail-install-map ,map))) (quail-define-package "quail-lrt" "Lao" "LRT" t "Lao input method with LRT (Lao Roman Transcription)" nil t nil nil nil nil t) (lrt-quail-define-rules ("a" "(1P(B") ("ar" "(1R(B") ("i" "(1T(B") ("ii" "(1U(B") ("eu" "(1V(B") ("ur" "(1W(B") ("u" "(1X(B") ("uu" "(1Y(B") ("e" "(1`P(B") ("ee" "(1`(B") ("ae" "(1aP(B") ("aa" "(1a(B") ("o" "(1bP(B") ("oo" "(1b(B") ("oe" "(1`RP(B") ("or" "(1m(B") ("er" "(1`T(B") ("ir" "(1`U(B") ("oua" "(1[GP(B") ("ua" "(1[G(B") ("ie" "(1`Q]P(B") ("ia" "(1`Q](B") ("eua" "(1`VM(B") ("ea" "(1`WM(B") ("ai" "(1d(B") ("ei" "(1c(B") ("ow" "(1`[R(B") ("am" "(1S(B") ("k" "(1!(B") ("ka" (["(1!P(B"] . lrt-maa-sakod-alist)) ("kar" (["(1!R(B"] . lrt-maa-sakod-alist)) ("ki" (["0(1!T1(B"] . lrt-maa-sakod-alist)) ("kii" (["0(1!U1(B"] . lrt-maa-sakod-alist)) ("keu" (["0(1!V1(B"] . lrt-maa-sakod-alist)) ("kur" (["0(1!W1(B"] . lrt-maa-sakod-alist)) ("ku" (["0(1!X1(B"] . lrt-maa-sakod-alist)) ("kuu" (["0(1!Y1(B"] . lrt-maa-sakod-alist)) ("ke" (["(1`!P(B"] . lrt-maa-sakod-alist)) ("kee" (["(1`!(B"] . lrt-maa-sakod-alist)) ("kae" (["(1a!P(B"] . lrt-maa-sakod-alist)) ("kaa" (["(1a!(B"] . lrt-maa-sakod-alist)) ("ko" (["(1b!P(B"] . lrt-maa-sakod-alist)) ("koo" (["(1b!(B"] . lrt-maa-sakod-alist)) ("koe" (["(1`!RP(B"] . lrt-maa-sakod-alist)) ("kor" (["0(1!m1(B"] . lrt-maa-sakod-alist)) ("ker" (["(1`0!T1(B"] . lrt-maa-sakod-alist)) ("kir" (["(1`0!U1(B"] . lrt-maa-sakod-alist)) ("koua" (["0(1![1GP(B"] . lrt-maa-sakod-alist)) ("kua" (["0(1![1G(B"] . lrt-maa-sakod-alist)) ("kie" (["(1`0!Q1]P(B"] . lrt-maa-sakod-alist)) ("kia" (["(1`0!Q1](B"] . lrt-maa-sakod-alist)) ("keua" (["(1`0!V1M(B"] . lrt-maa-sakod-alist)) ("kea" (["(1`0!W1M(B"] . lrt-maa-sakod-alist)) ("kai" (["(1d!(B"] . lrt-maa-sakod-alist)) ("kei" (["(1c!(B"] . lrt-maa-sakod-alist)) ("kow" (["(1`0![1R(B"] . lrt-maa-sakod-alist)) ("kam" (["(1!S(B"] . lrt-maa-sakod-alist)) ("kh" "(1"(B") ("kha" (["(1"P(B"] . lrt-maa-sakod-alist)) ("khar" (["(1"R(B"] . lrt-maa-sakod-alist)) ("khi" (["0(1"T1(B"] . lrt-maa-sakod-alist)) ("khii" (["0(1"U1(B"] . lrt-maa-sakod-alist)) ("kheu" (["0(1"V1(B"] . lrt-maa-sakod-alist)) ("khur" (["0(1"W1(B"] . lrt-maa-sakod-alist)) ("khu" (["0(1"X1(B"] . lrt-maa-sakod-alist)) ("khuu" (["0(1"Y1(B"] . lrt-maa-sakod-alist)) ("khe" (["(1`"P(B"] . lrt-maa-sakod-alist)) ("khee" (["(1`"(B"] . lrt-maa-sakod-alist)) ("khae" (["(1a"P(B"] . lrt-maa-sakod-alist)) ("khaa" (["(1a"(B"] . lrt-maa-sakod-alist)) ("kho" (["(1b"P(B"] . lrt-maa-sakod-alist)) ("khoo" (["(1b"(B"] . lrt-maa-sakod-alist)) ("khoe" (["(1`"RP(B"] . lrt-maa-sakod-alist)) ("khor" (["0(1"m1(B"] . lrt-maa-sakod-alist)) ("kher" (["(1`0"T1(B"] . lrt-maa-sakod-alist)) ("khir" (["(1`0"U1(B"] . lrt-maa-sakod-alist)) ("khoua" (["0(1"[1GP(B"] . lrt-maa-sakod-alist)) ("khua" (["0(1"[1G(B"] . lrt-maa-sakod-alist)) ("khie" (["(1`0"Q1]P(B"] . lrt-maa-sakod-alist)) ("khia" (["(1`0"Q1](B"] . lrt-maa-sakod-alist)) ("kheua" (["(1`0"V1M(B"] . lrt-maa-sakod-alist)) ("khea" (["(1`0"W1M(B"] . lrt-maa-sakod-alist)) ("khai" (["(1d"(B"] . lrt-maa-sakod-alist)) ("khei" (["(1c"(B"] . lrt-maa-sakod-alist)) ("khow" (["(1`0"[1R(B"] . lrt-maa-sakod-alist)) ("kham" (["(1"S(B"] . lrt-maa-sakod-alist)) ("qh" "(1$(B") ("qha" (["(1$P(B"] . lrt-maa-sakod-alist)) ("qhar" (["(1$R(B"] . lrt-maa-sakod-alist)) ("qhi" (["0(1$T1(B"] . lrt-maa-sakod-alist)) ("qhii" (["0(1$U1(B"] . lrt-maa-sakod-alist)) ("qheu" (["0(1$V1(B"] . lrt-maa-sakod-alist)) ("qhur" (["0(1$W1(B"] . lrt-maa-sakod-alist)) ("qhu" (["0(1$X1(B"] . lrt-maa-sakod-alist)) ("qhuu" (["0(1$Y1(B"] . lrt-maa-sakod-alist)) ("qhe" (["(1`$P(B"] . lrt-maa-sakod-alist)) ("qhee" (["(1`$(B"] . lrt-maa-sakod-alist)) ("qhae" (["(1a$P(B"] . lrt-maa-sakod-alist)) ("qhaa" (["(1a$(B"] . lrt-maa-sakod-alist)) ("qho" (["(1b$P(B"] . lrt-maa-sakod-alist)) ("qhoo" (["(1b$(B"] . lrt-maa-sakod-alist)) ("qhoe" (["(1`$RP(B"] . lrt-maa-sakod-alist)) ("qhor" (["0(1$m1(B"] . lrt-maa-sakod-alist)) ("qher" (["(1`0$T1(B"] . lrt-maa-sakod-alist)) ("qhir" (["(1`0$U1(B"] . lrt-maa-sakod-alist)) ("qhoua" (["0(1$[1GP(B"] . lrt-maa-sakod-alist)) ("qhua" (["0(1$[1G(B"] . lrt-maa-sakod-alist)) ("qhie" (["(1`0$Q1]P(B"] . lrt-maa-sakod-alist)) ("qhia" (["(1`0$Q1](B"] . lrt-maa-sakod-alist)) ("qheua" (["(1`0$V1M(B"] . lrt-maa-sakod-alist)) ("qhea" (["(1`0$W1M(B"] . lrt-maa-sakod-alist)) ("qhai" (["(1d$(B"] . lrt-maa-sakod-alist)) ("qhei" (["(1c$(B"] . lrt-maa-sakod-alist)) ("qhow" (["(1`0$[1R(B"] . lrt-maa-sakod-alist)) ("qham" (["(1$S(B"] . lrt-maa-sakod-alist)) ("ng" "(1'(B") ("nga" (["(1'P(B"] . lrt-maa-sakod-alist)) ("ngar" (["(1'R(B"] . lrt-maa-sakod-alist)) ("ngi" (["0(1'T1(B"] . lrt-maa-sakod-alist)) ("ngii" (["0(1'U1(B"] . lrt-maa-sakod-alist)) ("ngeu" (["0(1'V1(B"] . lrt-maa-sakod-alist)) ("ngur" (["0(1'W1(B"] . lrt-maa-sakod-alist)) ("ngu" (["0(1'X1(B"] . lrt-maa-sakod-alist)) ("nguu" (["0(1'Y1(B"] . lrt-maa-sakod-alist)) ("nge" (["(1`'P(B"] . lrt-maa-sakod-alist)) ("ngee" (["(1`'(B"] . lrt-maa-sakod-alist)) ("ngae" (["(1a'P(B"] . lrt-maa-sakod-alist)) ("ngaa" (["(1a'(B"] . lrt-maa-sakod-alist)) ("ngo" (["(1b'P(B"] . lrt-maa-sakod-alist)) ("ngoo" (["(1b'(B"] . lrt-maa-sakod-alist)) ("ngoe" (["(1`'RP(B"] . lrt-maa-sakod-alist)) ("ngor" (["0(1'm1(B"] . lrt-maa-sakod-alist)) ("nger" (["(1`0'T1(B"] . lrt-maa-sakod-alist)) ("ngir" (["(1`0'U1(B"] . lrt-maa-sakod-alist)) ("ngoua" (["0(1'[1GP(B"] . lrt-maa-sakod-alist)) ("ngua" (["0(1'[1G(B"] . lrt-maa-sakod-alist)) ("ngie" (["(1`0'Q1]P(B"] . lrt-maa-sakod-alist)) ("ngia" (["(1`0'Q1](B"] . lrt-maa-sakod-alist)) ("ngeua" (["(1`0'V1M(B"] . lrt-maa-sakod-alist)) ("ngea" (["(1`0'W1M(B"] . lrt-maa-sakod-alist)) ("ngai" (["(1d'(B"] . lrt-maa-sakod-alist)) ("ngei" (["(1c'(B"] . lrt-maa-sakod-alist)) ("ngow" (["(1`0'[1R(B"] . lrt-maa-sakod-alist)) ("ngam" (["(1'S(B"] . lrt-maa-sakod-alist)) ("j" "(1((B") ("ja" (["(1(P(B"] . lrt-maa-sakod-alist)) ("jar" (["(1(R(B"] . lrt-maa-sakod-alist)) ("ji" (["0(1(T1(B"] . lrt-maa-sakod-alist)) ("jii" (["0(1(U1(B"] . lrt-maa-sakod-alist)) ("jeu" (["0(1(V1(B"] . lrt-maa-sakod-alist)) ("jur" (["0(1(W1(B"] . lrt-maa-sakod-alist)) ("ju" (["0(1(X1(B"] . lrt-maa-sakod-alist)) ("juu" (["0(1(Y1(B"] . lrt-maa-sakod-alist)) ("je" (["(1`(P(B"] . 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