C++ Interval Arithmetic Programming Reference HomeContentsPreviousNextIndex


A - B - C - D - E - F - G - H - I - J - K - L - M - N - O - P - Q - R - S - T - U - V - W - X - Y - Z

Index

A

acos, 1
affirmative relation, 1
affirmative relational operators, 1
anti-affirmative relation, 1
anti-affirmative relational operator, 1
arithmetic expressions, 1
arithmetic operations
containment set, 1
arithmetic operators, 1
formulas, 1
asin, 1
assignment statement, 1
atan, 1
atan2, 1
indeterminate forms, 1

B

base conversion, 1, 2

C

ceiling, 1
ceq, 1
certainly relational operators, 1, 2
certainly-relation, 1
cge, 1
cgt, 1
character set notation
constants, 1
cle, 1
closed interval, 1
closed mathematical system, 1, 2
closed set, 1
closure of expression, 1
clt, 1
cne, 1
composite expression, 1
connected set, 1
constants
character set notation, 1
literal, 1
strict interval expression processing, 1
containment constraint, 1, 2
containment failure, 1, 2
containment set, 1, 2
arithmetic operations, 1
containment set equivalent, 1
containment set evaluation theorem, 1
containment-set closure identity, 1
cos, 1
cosh, 1
cset(expression, set)
see also containment set1

D

data
representing intervals, 1
dbx, 1
debugging tools
dbx, 1
degenerate interval, 1, 2
representation, 1
directed rounding, 1, 2, 3
disjoint, 1, 2
disjoint interval, 1
disjoint set relation, 1
display format
inf, sup, 1

E

element set relation, 1
empty interval, 1, 2
empty set, 1
ev(literal_constant), 1
exceptions, 1
exchangeable expression, 1
exp, 1
expressions
composite, 1
interval, 1
extended interval, 1
external representation, 1
external value, 1

F

fabs, 1
floor, 1
fmod, 1

H

hull
see interval hull1

I

implementation quality, 1
in, 1, 2
in_interior, 1, 2
indeterminate forms
atan2, 1
power operator, 1
inf, 1
inf, sup display format, 1
infima, 1
infimum, 1, 2
input/output
entering interval data, 1
single number, 1, 2, 3
single-number, 1
interior set relation, 1
internal approximation, 1, 2
intersect, 1, 2
intersection set theoretic operator, 1, 2
interval
expressions, 1
interval algorithm, 1
interval arithmetic, 1
interval arithmetic functions
fabs, 1
fmod, 1
maximum, 1, 2
minimum, 1, 2
interval arithmetic operations, 1
interval box, 1
interval constants, 1
external value, 1
internal approximation, 1, 2
strict interval expression processing, 1
interval data type, 1
interval expressions, 1
interval hull, 1, 2
interval hull set theoretic operator, 1
interval input/output, 1
interval mathematical functions
exp, 1
log, 1
log10, 1
sqrt, 1
interval order relations, 1
certainly, 1
definitions, 1
possibly, 1
set, 1
interval relational operators, 1, 2
ceq, 1
cge, 1
cgt, 1
cle, 1
clt, 1
cne, 1
disjoint, 1
in, 1
in_interior, 1
peq, 1
pgt, 1
ple, 1
plt, 1
pne, 1
proper_subset, 1
proper_superset, 1
seq, 1, 2
sge, 1
sgt, 1
sle, 1
slt, 1
sne, 1
subset, 1
superset, 1
interval resources
code examples, 1
email, 1
papers, 1
web sites, 1
interval- specific operators, 1
interval support
performance, 1
interval support goals, 1
interval trigonometric functions
acos, 1
asin, 1
atan, 1
atan2, 1
cos, 1
cosh, 1
sin, 1
sinh, 1
tan, 1
tanh, 1
interval type conversion functions
interval, 1
interval width, 1
narrow, 1, 2
related to base conversion, 1
sharp, 1
interval_hull, 1, 2
intervals
input/output, 1
interval-specific functions, 1, 2, 3
ceiling, 1
floor, 1
inf, 1
isempty, 1
mag, 1
mid, 1
mig, 1
ndigits, 1
sup, 1
wid, 1
intrinsic C++ interval support, 1
intrinsic functions
interval, 1
properties, 1
standard, 1
intrinsic operators, 1
arithmetic, 1
relational, 1
isempty, 1

L

literal constants, 1, 2
external value, 1
internal approximation, 1
log, 1
log10, 1

M

mag, 1
mantissa, 1
maximum, 1, 2
mid, 1
mig, 1
minimum, 1, 2
multiple-use expression (MUE), 1

N

narrow intervals, 1, 2
ndigits, 1

O

online interval resources, 1, 2
opaque
data type, 1
operators
arithmetic, 1
intrinsic, 1
power, 1
relational, 1

P

peq, 1
performance, 1
pgt, 1
ple, 1
plt, 1
pne, 1
point, 1
possibly relational operators, 1, 2
possibly-relation, 1
power operator, 1
indeterminate forms, 1
singularities, 1
proper subset set relation, 1
proper superset set relation, 1
proper_subset, 1, 2
proper_superset, 1, 2

Q

quality of implementation, 1, 2

R

radix conversion, 1, 2
relational operators, 1
certainly true, 1
possibly true, 1
set, 1

S

seq, 1
set relational operators, 1, 2
set relations, 1
disjoint, 1
element, 1
interior, 1
proper subset, 1
proper superset, 1
subset, 1
superset, 1
set theoretic, 1
set theoretic operators, 1
interval hull, 1, 2
interval intersection, 1, 2
set-relations, 1
sge, 1
sgt, 1
sharp intervals, 1, 2
sin, 1
single-number input/output, 1, 2, 3, 4
single-number INTERVAL data conversion, 1
single-number interval format, 1
single-number interval representation
precision, 1
single-use expression
see SUE1
singularities
power operator, 1
sinh, 1
sle, 1
slt, 1
sne, 1
sqrt, 1
standard intrinsic functions, 1
subset, 1, 2
subset set relation, 1
SUE, 1, 2
sup, 1
superset, 1, 2
superset set relation, 1
suprema, 1
supremum, 1, 2

T

tan, 1
tanh, 1

U

uld, 1, 2
ulp, 1, 2, 3
unit in last digit
see uld1
unit in last place
see ulp1, 2

V

valid interval result, 1

W

wid, 1

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