Returned 96 matches (100 formulae, 81 docs)
    Lookup 3.594 ms, Re-ranking 0.184 ms
    Found 41415 tuple postings, 32272 formulae, 9946 documents
[ formulas ] [ documents ] [ documents-by-formula ]

1.0000
N = 0.5 - log 2 ( Frequency of this item  Frequency of most common item )

0.1356
log b ( x y ) = log b ( x ) - log b ( y )

0.1319
- log 10 ( 1 + 2 d 365 )

0.1301
d = 69 + 12 log 2 ( f 440 Hz ) .

0.1277
log ( x ) = - log ( 1 x )

0.1240
= lim N N b log 2 ( A N W + 1 )

0.1233
Δ n ( s ) = { x n s } - log 2 ( 1 + s )

0.1184
M = log 2 ( R / G ) = log 2 ( R ) - log 2 ( G )

0.1176
log 2 ( n )

0.1170
[ Fe / H ] = log 10 ( N Fe N H ) star - log 10 ( N Fe N H ) sun
[ O / Fe ] = log 10 ( N O N Fe ) star - log 10 ( N O N Fe ) sun

0.1169
Δ n ( s ) = { x n s } - log 2 ( 1 + s ) ,

0.1124
[ M / H ] = log 10 ( N M N H ) star - log 10 ( N M N H ) sun .

0.1121
log ( x / y ) = log ( x ) - log ( y )

0.1087
L N = 40 + 10 log 2 ( N )

0.1087
- log ( 2 ) log ( 1 - γ 2 )

0.1064
= log 2 ( depth ( v ) )

0.1053
A = - log ( V d c V e x )

0.1053
r = 0.5 + μ 2 , l = 4

0.1053
length ( c k ) - log 2 ( p k )

0.1046
= lim N i = 1 N b log 2 ( A / N W + 1 )

0.1042
2 - log 2 ( 2 ) = 3 2

0.1017
N c = 10 N - d ( 10 m - 1 ) ,

0.1000
length ( E ) = - log 2 ( P ( E ) )

0.1000
f ( n ) = n + log 2 ( n + log 2 n ) .

0.0988
log 2 ( 1 2 ) = - 1 ,

0.0976
K - 1 = 3 5 d L L = log ( 5 3 )

0.0964
log 2 ( 0 ) = - 1

0.0964
φ ( r ) log 2 ( n )

0.0952
- log ( t )
- log ( x )

0.0943
θ Δ = θ 1 ( t ) - θ 2 ( t ) .

0.0941
2 log 2 ( x ) + 1

0.0935
1 2 = ν 2 ( a ) - ν 2 ( b ) ,

0.0930
ID = log 2 ( 2 D W )

0.0930
l ( q ) = l o g b ( q ) + 1

0.0926
p = 69 + 12 log 2 ( f / 440 )

0.0909
log ( n )

0.0899
2 + log 2 ( 1 2 ) = 1
number of octaves = log 2 ( 13 4 ) = 1.7

0.0882
p H = p K a + log ( [ base ] [ acid ] )

0.0882
( - log ( t ) ) θ

0.0881
[ α / F e ] = log 10 ( N α N F e ) S t a r - log 10 ( N α N F e ) S u n

0.0877
h log d ( n + 1 2 ) .

0.0870
octaves = log 2 ( f 2 f 1 )

0.0870
log 2 ( 16 ) = log 2 ( 64 4 ) = log 2 ( 64 ) - log 2 ( 4 ) = 6 - 2 = 4

0.0870
log 5 ( 10 3 )

0.0870
- log 2 P ( x )

0.0863
pH = p K a + log 10 ( [ A - ] [ HA ] )
pOH = p K b + log 10 ( [ BH + ] [ B ] )

0.0863
pH = p K a + log 10 ( [ B ] [ BH + ] )

0.0862
log 2 ( n ) = 31 - nlz ( n ) .

0.0860
a = - log ( 1 - w 2 )

0.0857
2 - log b ( a )

0.0857
log ( X n n )

0.0857
ln ( k ) = ln ( A ) - E a R ( 1 T )

0.0851
- log ( exp ( - θ t ) - 1 exp ( - θ ) - 1 )

0.0845
H = - log 2 w

0.0845
N = u 2

0.0845
10 log ( 0.02 0.98 )

0.0840
p ( x ) = p 1 ( x ) - p 2 ( x ) ,

0.0840
R T = a + b log 2 ( n + 1 )

0.0833
- log ( b - x )

0.0828
ApEn = log ( Φ 2 ( 3 ) ) - log ( Φ 3 ( 3 ) ) 0.000010997

0.0822
α s = arctan ( b R ) - arctan ( b R + r s )

0.0822
N ~ = 2 m - 1

0.0816
Y = exp ( ϵ k T ) - k 2

0.0811
N = log 2 ( M ) .

0.0811
log a ( 1 x - 1 )

0.0800
N = 2 k n - 1

0.0800
L p 2 = L p 1 + 20 log 10 ( r 1 r 2 ) dB .

0.0800
N = 1 ϵ

0.0800
I p = - 0.5 + 0.5 ( I d - M u M u )

0.0794
log 10 ( N S ) = - k log 10 ( r ) + m

0.0794
length ( H and E ) = - log 2 ( P ( H and E ) )

0.0792
I D = log 2 ( D W + 1 )

0.0789
k = log 2 n

0.0789
N = 8 ln ( 2 ) ( t R W 1 / 2 ) 2

0.0781
T = a + b log 2 ( 1 + D W )

0.0779
π - arccos ( 1 3 )

0.0779
log ( 2 ) log ( 8 3 )

0.0774
α ( t ) = Ω t - arcsin ( E R sin ( Ω t ) )

0.0769
( 1 - log ( γ min ) )

0.0769
- log ( p i , j )

0.0769
- log ( 1 - e x )

0.0762
log ( 1 - θ ( 1 - t ) t )

0.0759
m M o o n = 0.25 + 2.5 log 10 ( 3 2 0.00257 2 ) = - 12.26

0.0759
log ( k k 0 ) = m Y

0.0758
T d ( X , Y ) = - log 2 ( T s ( X , Y ) )

0.0755
( 1 R ) c = R - Re ( R )

0.0755
n = 12 log 2 ( f 440 Hz ) + 49

0.0755
M = log 10 ( A T ) max + σ ( Δ )

0.0750
- log 2 p ( X = x )

0.0750
b = tan - 1 ( v u ) - 1 2 ( v u + 1 ) .

0.0750
log 10 ( k k 0 ) = N +

0.0750
φ ( r ) log ( n )

0.0750
log 10 ( k k 0 ) = s n

0.0741
log ( 10 3 ) log ( 5 )

0.0741
N = N 1 + x N 2

0.0737
d d p H b ( p ) = - logit 2 ( p ) = - log 2 ( p 1 - p ) .