a.c. |
absolutely continuous |
|
a.e. |
almost everywhere |
|
a.m. |
Arithmetic Mean |
|
A.P. |
arithmetic progression |
|
a.s. |
almost surely |
|
AC |
Axiom of Choice (math) |
|
adj |
adjugate of a matrix |
|
Ai |
Airy function |
|
AL |
Action Limit |
|
alt |
Contralto |
|
arccos |
inverse cosine function |
|
arccosec |
inverse cosecant function |
|
arccot |
inverse cotangent function |
|
arccsc |
inverse cosecant function |
|
arcosech |
inverse hyperbolic cosecant function |
|
arcosh |
inverse hyperbolic cosine function |
|
arcoth |
inverse hyperbolic cotangent function |
|
arcsch |
inverse hyperbolic cosecant function |
|
arcsec |
inverse secant function |
|
arcsin |
inverse sine function |
|
arctan |
inverse tangent function |
|
arg |
argument of a complex number |
|
arg max |
argument of the maximum |
|
arg min |
argument of the minimum |
|
arsech |
inverse hyperbolic secant function |
|
arsinh |
inverse hyperbolic sine function |
|
artanh |
inverse hyperbolic tangent function |
|
Aut |
automorphism group |
|
Bi |
Airy function of the second kind |
|
c.f. |
cumulative frequency |
|
Card |
cardinality of a set |
|
CDF |
Cumulative Distribution Function |
|
Char |
Character |
|
Chi |
hyperbolic cosine integral function |
|
Ci |
cosine integral function |
|
cis |
cos i sin function |
|
Cl |
topological closure |
|
cod |
codomain |
|
codom |
codomain |
|
Cor |
corollary |
|
corr |
correlation |
|
COS |
Cosine |
|
cosec |
cosecant function |
|
cosech |
hyperbolic cosecant function |
|
cosh |
hyperbolic cosine function |
|
cot |
cotangent function |
|
coth |
hyperbolic cotangent function |
|
cov |
covariance of a pair of random variables |
|
csc |
cosecant function |
|
csch |
hyperbolic cosecant function |
|
curl |
curl of a vector field |
|
DEF |
Define |
|
DEG |
Degree |
|
del |
del, a differential operator |
|
DET |
Determinant |
|
DIM |
Dimension |
|
div |
divergence of a vector field |
|
dkl |
decalitre |
|
DNE |
Does Not Exist |
|
dom |
domain of a function |
|
Ei |
exponential integral function |
|
End |
categories of endomorphisms |
|
EQN |
Equation |
|
ERF |
Error Function |
|
ERFC |
Complementary Error Function |
|
EXP |
Exponential |
|
EXT |
Exterior |
|
Ext |
Ext functor |
|
FOL |
First-Order Logic |
|
Frob |
Frobenius endomorphism |
|
G.M. |
geometric mean |
|
G.P. |
geometric progression |
|
Gal |
Galois group |
|
gcd |
greatest common divisor of two numbers |
|
GF |
Galois Field |
|
GL |
general linear group |
|
GLB |
Greatest Lower Bound |
|
grad |
gradient of a scalar field |
|
H.M. |
harmonic mean |
|
hcf |
highest common factor of two numbers |
|
HOL |
higher-order logic |
|
Hom |
Hom functor |
|
IFF |
If and Only If |
|
iid |
independent and identically distributed random variables |
|
Im |
imaginary part of a complex number |
|
inf |
infimum of a set |
|
INT |
Interior |
|
KER |
Kernel |
|
LCM |
Lowest Common Multiple |
|
LERP |
Linear Interpolation |
|
LG |
Binary Logarithm |
|
LHS |
left-hand side |
|
LI |
Logarithmic Integral |
|
LIM |
Limit |
|
lim inf |
limit inferior |
|
Lim Sup |
Limit Superior |
|
LN |
natural logarithm |
|
LOG |
Logarithm |
|
logh |
natural logarithm, loge |
|
LST |
language of set theory |
|
LUB |
Least Upper Bound |
|
M.I. |
mathematical induction |
|
MAX |
Maximum |
|
MIN |
Minimum |
|
MOD |
Modulo |
|
MX |
Matrix |
|
NAND |
not-and in logic |
|
NO. |
Number |
|
NOR |
not-or in logic |
|
NTS |
need to show |
|
Ord |
Order |
|
PDF |
Probability Density Function |
|
PF |
Proof |
|
PGL |
projective general linear group |
|
PMF |
Probability Mass Function |
|
Pr |
Probability |
|
PSL |
projective special linear group |
|
QED |
quod erat demonstrandum (which was to be proved or demonstrated) |
|
QEF |
Quod Erat Faciendum |
|
ran |
range of a function |
|
Re |
real part of a complex number |
|
resp |
respectively |
|
RHS |
right-hand side of an equation |
|
Rk |
rank |
|
rms |
root mean square (preferred over "RMS") |
|
rng |
non-unital ring |
|
rot |
rotor of a vector field |
|
RTP |
Required to Prove |
|
RV |
Random Variable |
|
SEC |
Secant |
|
sech |
hyperbolic secant function |
|
SEG |
Segment |
|
sgn |
signum function |
|
Shi |
hyperbolic sine integral function |
|
Si |
sine integral function |
|
sin |
sine function |
|
sinc |
sinc function |
|
sinh |
hyperbolic sine function |
|
SL |
special linear group |
|
SOLN |
Solution |
|
Sp |
linear span of a set of vectors |
|
Spec |
spectrum of a ring |
|
st |
so that |
|
ST |
Such That |
|
STP |
sufficient to prove |
|
sup |
supremum of a set |
|
SUPP |
Support |
|
SYM |
Symmetric |
|
TAN |
Tangent |
|
tanh |
hyperbolic tangent function |
|