Supported CD's and Symbols

The following tables list what Content Dictionaries and Symbols
therein are supported by default by this phrasebook.

alg1 CD

Name OMS OMA OMBIND Argument Notes
one X - - -  
zero X - - -  

arith1 CD

Name OMS OMA OMBIND Argument Notes
abs - X - -  
divide - X - -  
gcd - X - -  
lcm - X - -  
minus - X - -  
plus - X - - Adding 2 matrices fails.
power - X - -  
product - X - -  
root - X - -  
sum - X - -  
times - X - - Multiplying 2 matrices fails.
unary_minus - X - -  

bigfloat1 CD

Name OMS OMA OMBIND Argument Notes
bigfloat - X - -  
bigfloatprec - X - -  

calculus1 CD

Name OMS OMA OMBIND Argument Notes
defint - X - - Supports 'direct' functions, not A(x) styled ones
diff - X - - Supports 'direct' functions, not A(x) styled ones
int - X - - Supports 'direct' functions, not A(x) styled ones
nthdiff - X - -  
partialdiff - X - -  

complex1 CD

Name OMS OMA OMBIND Argument Notes
argument - X - -  
complex_cartesian - X - -  
complex_polar - X - -  
conjugate - X - -  
imaginary - X - -  
real - X - -  

fns1 CD

Name OMS OMA OMBIND Argument Notes
domain - X - -  
identity - X - -  
image - X - -  
inverse - X - -  
lambda - - X -  
left_compose - X - -  
range - X - -  

integer1 CD

Name OMS OMA OMBIND Argument Notes
factorial - X - -  
factorof - X - -  
quotient - X - -  
remainder - X - -  

interval1 CD

Name OMS OMA OMBIND Argument Notes
integer_interval - - - X  
interval_cc - - - X  
interval_co - - - X  
interval_oc - - - X  
interval_oo - - - X  

limit1 CD

Name OMS OMA OMBIND Argument Notes
above - - - X  
below - - - X  
both_sides - - - X  
limit - X - -  
null - - - X  

linalg1 CD

Name OMS OMA OMBIND Argument Notes
determinant - X - -  
matrix_selector - X - -  
outerproduct - X - -  
scalarproduct - X - -  
transpose - X - -  
vector_selector - X - -  
vectorproduct - X - -  

linalg2 CD

Name OMS OMA OMBIND Argument Notes
matrix - X - -  
matrixrow - X - -  

list1 CD

Name OMS OMA OMBIND Argument Notes
list - X - -  
map - X - -  
suchthat - X - -  

logic1 CD

Name OMS OMA OMBIND Argument Notes
and - X - -  
equivalent - X - -  
false X - - -  
implies - X - -  
not - X - -  
or - X - -  
true X - - -  
xor - X - -  

minmax1 CD

Name OMS OMA OMBIND Argument Notes
max - X - -  
min - X - -  

multiset1 CD

Name OMS OMA OMBIND Argument Notes
* X X - -  

nums1 CD

Name OMS OMA OMBIND Argument Notes
based_integer - X - -  
e X - - -  
gamma X - - -  
i X - - -  
infinity X - - -  
NaN X - - -  
pi X - - -  
rational - X - -  

piece1 CD

Name OMS OMA OMBIND Argument Notes
* - X - -  

quant1 CD

Name OMS OMA OMBIND Argument Notes
exists - X - -  
forall - X - -  

relation1 CD

Name OMS OMA OMBIND Argument Notes
approx - X - -  
eq - X - -  
geq - X - -  
gt - X - -  
leq - X - -  
lt - X - -  
neq - X - -  

rounding1 CD

Name OMS OMA OMBIND Argument Notes
ceiling - X - -  
floor - X - -  
round - X - -  
trunc - X - -  

set1 CD

Name OMS OMA OMBIND Argument Notes
cartesian_product - X - -  
emptyset X - - -  
in - X - -  
map - X - -  
notin - X - -  
notprsubset - X - -  
notsubset - X - -  
prsubset - X - -  
set - X - -  
setdiff - X - -  
size - X - -  
subset - X - -  
sucbthat - X - -  
union - X - -  

setname1 CD

Name OMS OMA OMBIND Argument Notes
C X - - -  
N X - - -  
P X - - -  
Q X - - -  
R X - - -  
Z X - - -  

s_data1 CD

Name OMS OMA OMBIND Argument Notes
mean - X - -  
median - X - -  
mode - X - -  
moment - X - -  
sdev - X - -  
variance - X - -  

s_dist1 CD

Name OMS OMA OMBIND Argument Notes
mean - X - -  
moment - X - -  
sdev - X - -  
variance - X - -  

transc1 CD

Name OMS OMA OMBIND Argument Notes
arccos - X - -  
arccosh - X - -  
arccot - X - -  
arccoth - X - -  
arccsc - X - -  
arccsch - X - -  
arcsec - X - -  
arcsech - X - -  
arcsin - X - -  
arcsinh - X - -  
arctan - X - -  
arctanh - X - -  
cos - X - -  
cosh - X - -  
cot - X - -  
coth - X - -  
csc - X - -  
csch - X - -  
exp - X - -  
ln - X - -  
log - X - -  
sec - X - -  
sech - X - -  
sin - X - -  
sinh - X - -  
tan - X - -  
tanh - X - -  

veccalc1 CD

Name OMS OMA OMBIND Argument Notes
curl - X - -  
divergence - X - -  
grad - X - -  
Laplacian - X - -  

Last modified: Fri Dec 06 11:49:50 W. Europe Standard Time 2002

Copyright (c) 2002, RIACA,
Technische Universiteit Eindhoven (TU/e)
All Rights Reserved.