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mlym.map
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;;
;; This is file `mlym.map',
;; generated with the docstrip utility.
;;
;; The original source files were:
;;
;; brahmic.dtx (with options: `mlym')
;;
;; Copyright 2015 David M. Jones
;;
;; email: dmj@ams.org
;;
;; This work may be distributed and/or modified under the
;; conditions of the LaTeX Project Public License, either version 1.3c
;; of this license or (at your option) any later version.
;; The latest version of this license is in
;; http://www.latex-project.org/lppl.txt
;; and version 1.3c or later is part of all distributions of LaTeX
;; version 2005/12/01 or later.
;;
;; This work has the LPPL maintenance status `maintained'.
;;
;; The Current Maintainer of this work is David M. Jones.
LHSName "Unicode/ISO 15919"
RHSName "Unicode/Malayalam"
Version "0.01 beta"
Define a U+0061
Define ae U+00E6
Define b U+0062
Define c U+0063
Define d U+0064
Define e U+0065
Define f U+0066
Define g U+0067
Define h U+0068
Define i U+0069
Define j U+006A
Define k U+006B
Define l U+006C
Define m U+006D
Define n U+006E
Define o U+006F
Define p U+0070
Define q U+0071
Define r U+0072
Define s U+0073
Define t U+0074
Define u U+0075
Define v U+0076
Define w U+0077
; Define x U+0078
Define y U+0079
Define z U+007A
Define ri U+E000 ; PUA
Define lry U+E001 ; PUA
Define apos U+0027
; Define colon U+003A ; predefined
Define degree U+00B0
Define bar U+007C
Define lbrack U+005B
Define rbrack U+005D
Define grave U+0300
Define acute U+0301
Define circumflex U+0302
Define tildeabove U+0303
Define macronabove U+0304
Define breveabove U+0306
Define dotabove U+0307
Define dieresis U+0308
Define vert U+030D
Define CANDRABINDU U+0310
Define dotbelow U+0323
Define ringbelow U+0325
Define ccedilla U+0327
Define hookbelow U+0328
Define brevebelow U+032E
Define macronbelow U+0331
Define danda U+0964
Define dbldanda U+0965
Define zwnj U+200C ; ZERO WIDTH NON-JOINER
Define zwj U+200D ; ZERO WIDTH JOINER
Define hiatus U+0020 ; SPACE
Define nbsp U+00A0 ; NO-BREAK SPACE
Define NOTDEF U+FFFD
Define candrabindu U+0D01
Define anusvara U+0D02
Define visarga U+0D03
Define asvara U+0D05
Define Asvara U+0D06
Define isvara U+0D07
Define Isvara U+0D08
Define usvara U+0D09
Define Usvara U+0D0A
Define rsvara U+0D0B
Define lsvara U+0D0C
Define esvara U+0D0E
Define Esvara U+0D0F
Define ecandra U+0D0F
Define aisvara U+0D10
Define osvara U+0D12
Define Osvara U+0D13
Define ocandra U+0D13
Define ausvara U+0D14
Define ka U+0D15
Define kha U+0D16
Define ga U+0D17
Define gha U+0D18
Define nga U+0D19
Define ca U+0D1A
Define cha U+0D1B
Define ja U+0D1C
Define jha U+0D1D
Define nya U+0D1E
Define tta U+0D1F
Define ttha U+0D20
Define dda U+0D21
Define ddha U+0D22
Define nna U+0D23
Define ta U+0D24
Define tha U+0D25
Define da U+0D26
Define dha U+0D27
Define na U+0D28
Define nnna U+0D29
Define pa U+0D2A
Define pha U+0D2B
Define ba U+0D2C
Define bha U+0D2D
Define ma U+0D2E
Define ya U+0D2F
Define ra U+0D30
Define rra U+0D31
Define la U+0D32
Define lla U+0D33
Define llla U+0D34
Define va U+0D35
Define sha U+0D36
Define ssa U+0D37
Define sa U+0D38
Define ha U+0D39
Define ttta U+0D3A
Define avagraha U+0D3D
Define Amatra U+0D3E
Define imatra U+0D3F
Define Imatra U+0D40
Define umatra U+0D41
Define Umatra U+0D42
Define rmatra U+0D43
Define Rmatra U+0D44
Define ematra U+0D46
Define Ematra U+0D47
Define ecandramatra U+0D47
Define aimatra U+0D48
Define omatra U+0D4A
Define Omatra U+0D4B
Define ocandramatra U+0D4B
Define aumatra U+0D4C
Define virama U+0D4D
Define dot_reph U+0D4E
Define udatta U+0D51
Define anudatta U+0D52
; Define au_length_mark U+0D57
Define fa NOTDEF
Define Rsvara U+0D60
Define Lsvara U+0D61
Define lmatra U+0D62
Define Lmatra U+0D63
Define zero U+0D66
Define one U+0D67
Define two U+0D68
Define three U+0D69
Define four U+0D6A
Define five U+0D6B
Define six U+0D6C
Define seven U+0D6D
Define eight U+0D6E
Define nine U+0D6F
; Define ten U+0D70
; Define hundred U+0D71
; Define thousand U+0D72
; Define quarter U+0D73
; Define half U+0D74
; Define three_quarters U+0D75
; Define date_mark U+0D79
Define abbrev NOTDEF
Define chillu_nn U+0D7A
Define chillu_n U+0D7B
Define chillu_rr U+0D7C
Define chillu_l U+0D7D
Define chillu_ll U+0D7E
Define chillu_k U+0D7F
Define extravyanjana llla ttta
pass(NFD)
pass(Unicode)
UniClass[upper] = (U+0041 .. U+005A) ; A..Z
UniClass[lower] = (U+0061 .. U+007A) ; a..z
[upper] > [lower]
lbrack .* rbrack >
pass(Unicode)
l ringbelow > lry
r ringbelow > ri
i dieresis > zwnj i
u dieresis > zwnj u
macronbelow macronabove > macronabove macronbelow
macronbelow CANDRABINDU > CANDRABINDU macronbelow
pass(Unicode)
U+0030 > zero
U+0031 > one
U+0032 > two
U+0033 > three
U+0034 > four
U+0035 > five
U+0036 > six
U+0037 > seven
U+0038 > eight
U+0039 > nine
UniClass[short_in] = (a i u ri lry)
UniClass[short_out] = (asvara isvara usvara rsvara lsvara)
UniClass[long_out] = (Asvara Isvara Usvara Rsvara Lsvara)
[short_in] macronabove > [long_out]
[short_in] > [short_out]
u breveabove > virama ; ???
e > esvara
e macronabove > Esvara
a i > aisvara
e circumflex > ecandra
o circumflex > ocandra
o > osvara
o macronabove > Osvara
a u > ausvara
apos > avagraha
vert > udatta
macronbelow > anudatta
grave >
acute >
tildeabove >
m dotabove > anusvara
h dotbelow > visarga
m dotbelow > anusvara
m CANDRABINDU > candrabindu
n CANDRABINDU > candrabindu
k <> ka
k h <> kha
g <> ga
g h <> gha
n dotabove <> nga
c <> ca
c h <> cha
j <> ja
j h <> jha
n tildeabove <> nya
t dotbelow <> tta
t dotbelow h <> ttha
d dotbelow <> dda
d dotbelow h <> ddha
n dotbelow <> nna
t <> ta
t h <> tha
d <> da
d h <> dha
n <> na
p <> pa
p h <> pha
b <> ba
b h <> bha
m <> ma
r macronbelow <> rra
t macronbelow <> ttta
n macronbelow <> nnna
l macronbelow <> llla
y <> ya
r breveabove > rra zwj
r <> ra
l <> la
v <> va
s acute <> sha
s dotbelow <> ssa
s <> sa
h <> ha
l dotbelow <> lla
degree <> abbrev
bar <> danda
bar bar <> dbldanda
UniClass[vyanjana] = (ka .. ha extravyanjana)
; colon / [vyanjana] _ [vyanjana] <> virama zwj
colon <> zwj
; pass(Unicode)
;
; UniClass[vyanjana] = (ka .. ha)
;
; lla / [vyanjana] _ > lsvara
; lla / # _ > lsvara
; lla / _ # > lsvara
pass(unicode)
UniClass[svaras] = (udatta anudatta)
UniClass[bindus] = (anusvara candrabindu)
[svaras]=v1 [bindus]=b1 > @b1 @v1
pass(Unicode)
UniClass[vyanjana] = (ka .. ha extravyanjana)
UniClass[svara] = ( Asvara \
isvara Isvara \
usvara Usvara \
rsvara Rsvara \
lsvara Lsvara \
ecandra esvara Esvara \
aisvara \
ocandra osvara Osvara \
ausvara)
UniClass[matra] = ( Amatra \
imatra Imatra \
umatra Umatra \
rmatra Rmatra \
lmatra Lmatra \
ecandramatra ematra Ematra \
aimatra \
ocandramatra omatra Omatra \
aumatra)
[svara] / [vyanjana] _ > [matra]
UniClass[combiners] = ([matra] \
candrabindu anusvara visarga \
udatta anudatta \
)
[combiners]=c1 / # _ > nbsp @c1
pass(Unicode)
UniClass[vyanjana] = (ka .. ha extravyanjana)
[vyanjana] / _ [vyanjana] > [vyanjana] virama
pass(Unicode)
UniClass[vyanjana] = (ka .. ha extravyanjana)
UniClass[novirama] = (asvara Amatra \
imatra Imatra \
umatra Umatra \
rmatra Rmatra \
lmatra Lmatra \
ematra Ematra ecandramatra aimatra \
omatra Omatra ocandramatra aumatra \
virama)
[vyanjana] / _ ^[novirama] <> [vyanjana] virama
pass(Unicode)
UniClass[vyanjana] = (ka .. ha extravyanjana)
[vyanjana] asvara <> [vyanjana]