Returned 98 matches (100 formulae, 76 docs)
    Lookup 7.920 ms, Re-ranking 1576.044 ms
    Found 102191 tuple postings, 57433 formulae, 13001 documents
[ formulas ] [ documents ] [ documents-by-formula ]

1.0000
τ rms = 0 ( τ - τ ¯ ) 2 A c ( τ ) d τ 0 A c ( τ ) d τ

0.4015
τ ¯ = 0 τ A c ( τ ) d τ 0 A c ( τ ) d τ

0.1550
s = i = 1 n ( x i - x ¯ ) 2 n - 1

0.1538
Ω 1 = 0 t A ( τ ) d τ

0.1489
α sun = 0 α λ I λ sun ( λ ) d λ 0 I λ sun ( λ ) d λ

0.1444
s ¯ i = j = 1 n ( x i j - x ¯ i ) 2 n - 1

0.1220
G E H = 2 ( M - C ) 2 M + C

0.1212
λ piv = e ( λ ) λ d λ e ( λ ) λ - 1 d λ

0.1210
RMSD = t = 1 n ( y ^ t - y ) 2 n .

0.1205
= ( y i - m x i - b ) 2 n - 2

0.1159
[ ( τ s - τ ¯ s ) 2 ] ¯ 1 2 = 1.4 s ,

0.1120
( Δ x ) 2 = - ( x - μ ) 2 f ( x ) f * ( x ) d x - f ( x ) f * ( x ) d x

0.1102
C = x g ( x ) d x g ( x ) d x

0.1101
= - t G ( t - τ ) F ( τ ) d τ

0.1096
( Δ k ) 2 = - ( k - k 0 ) 2 F ( k ) F * ( k ) d k - F ( k ) F * ( k ) d k

0.1084
s p = p ( 1 - p ) n

0.1068
0 y λ J λ d λ 0 J λ d λ ,

0.1062
= - f ( t - τ ) g ( τ ) d τ .

0.1053
- w ( τ ) d τ = 1.

0.1048
C k = z S k ( z ) d z S k ( z ) d z

0.1047
0 t ROI ( τ ) d τ ROI ( t )

0.1042
RMSD = t = 1 n ( x 1 , t - x 2 , t ) 2 n .

0.1034
E ( t ) = C ( t ) 0 C ( t ) d t

0.1031
0 t C p ( τ ) d τ ROI ( t )

0.1031
Q = 0 t I ( τ ) d τ

0.1017
Ω ( r ) = r ( 1 - F ( x ) ) d x - r F ( x ) d x

0.1009
u = 2 ( p t - p s ) ρ

0.1006
t 0 t f ( τ ) d τ

0.1000
1 κ = 0 κ ν - 1 u ( ν , T ) d ν 0 u ( ν , T ) d ν

0.0997
1 κ = 0 ( κ ν , es + κ ν , ff ) - 1 u ( ν , T ) d ν 0 u ( ν , T ) d ν

0.0989
Σ ( x - x ¯ ) 2 n = Σ [ x - ( Σ x ) / n ] 2 n ,

0.0984
d P d t = 0 t 𝐀 ( t - τ ) P ( τ ) d τ

0.0976
λ piv = e ( λ ) d λ e ( λ ) λ - 2 d λ

0.0976
y ( t ) = 0 T x ( t - τ ) h ( τ ) d τ

0.0971
Φ ( t ) = 0 t φ ( τ ) d τ

0.0962
I out = K i 0 t e ( τ ) d τ

0.0961
p ¯ ± 3 p ¯ ( 1 - p ¯ ) n

0.0961
v a = μ ( 1 - e ) a ( 1 + e )

0.0949
d P d t = 0 t 𝐀 ( t - τ ) P ( τ ) d τ .

0.0943
k ( t ) 0 t G ( τ ) d τ

0.0943
0 t C p ( τ ) d τ / C p ( t )

0.0938
RMS noise = i = 1 n ( X i - i = 1 n X i n ) 2 n

0.0936
I [ u ] = D ( u ) T A ( u ) d x

0.0936
p ¯ ± 3 p ¯ ( 1 - p ¯ ) n i

0.0936
p ¯ ± 3 p ¯ ( 1 - p ¯ ) n ¯

0.0935
F ( t ) = 0 t f ( τ ) d τ .

0.0933
τ q U ( τ ) d τ

0.0924
Δ τ = Δ s 2 c 2 , Δ s 2 > 0

0.0924
σ 2 = 0 ( t - t ¯ ) 2 E ( t ) d t

0.0913
d = - t ( t - r ) 2 f ( r ) d r

0.0893
1 2 π 0 2 π ( π - s ) f ( t - s ) d s

0.0891
r a = s ( s - b ) ( s - c ) s - a .

0.0889
lim λ 0 λ ( 1 - x λ ) α f ( x ) d x

0.0887
d k = b k - 1 b k ( x - y k ) 2 f ( x ) d x

0.0884
σ g 1 = 6 ( n - 2 ) ( n + 1 ) ( n + 3 )

0.0882
i = 1 n ( X i - X ¯ ) 2 σ 2

0.0881
0 t f ( τ ) d τ = ( u * f ) ( t )

0.0870
r = ( s - a ) ( s - b ) ( s - c ) s .

0.0866
𝔻 t q f ( t ) = 1 Γ ( n - q ) d n d t n 0 t ( t - τ ) n - q - 1 f ( τ ) d τ + Ψ ( x )

0.0863
t = R 2 ( n - k - 1 * ) 1 - R 2

0.0862
D t - α a f ( t ) = I t α a f ( t ) = 1 Γ ( α ) a t ( t - τ ) α - 1 f ( τ ) d τ

0.0857
- x x ( x 2 - y 2 ) n cos ( y ) d y .

0.0855
μ n = - ( x - c ) n f ( x ) d x .

0.0853
Q ( t ) = - t I ( τ ) d τ
ϕ ( t ) - t V ( τ ) d τ

0.0853
D R = - T ( T - r ) 2 f ( r ) d r

0.0843
= p ( 1 - p ) n = 0.5 × 0.5 n = 1 2 n

0.0843
Z i = p ^ i - p ¯ p ¯ ( 1 - p ¯ ) n i

0.0813
y ( t ) = 0 sin ( t + τ ) x ( τ ) d τ

0.0805
L ( F ) = 0 F x ( F 1 ) d F 1 0 1 x ( F 1 ) d F 1

0.0797
y ( t ) = - sin ( t + τ ) x ( τ ) d τ

0.0794
= - f ( τ ) δ ( τ - ( t - T ) ) d τ

0.0794
G i j = t 0 t f i ( τ ) j ¯ ( τ ) d τ .

0.0787
G i j ( t ; L ) = 0 Ψ i ( t - τ ) W i j ( τ ; L ) d τ ,

0.0773
e - 0 t V ( x ( τ ) ) d τ

0.0748
- w ( t - τ ) d τ = 1 t

0.0741
R ( t ) C p ( t ) = K 0 t C p ( τ ) d τ C p ( t ) + V 0

0.0731
= 0 G ( τ ) F ( t - τ ) d τ

0.0717
Ω f ( x ) w ( x ) d x Ω w ( x ) d x

0.0717
= def - f ( τ ) g ( t - τ ) d τ

0.0711
σ i 2 = - + ( τ - m i ) 2 p i ( τ ) d τ

0.0700
π r 2 h 2 0 h ( h - x ) 2 d x

0.0687
R s t a c k ( η ) = 0 η Q ( τ ) F s t a c k ( τ ) d τ

0.0673
T = x = 0 x ( x ) m ( x ) d x x = 0 ( x ) m ( x ) d x

0.0671
W = 1 Z v m i n v m a x ( v d - V ) 2 S ( v d ) d v d

0.0667
μ = - x f ( x ) f * ( x ) d x - f ( x ) f * ( x ) d x

0.0667
- h ( t - τ ) A e s τ d τ

0.0665
k 0 = - k F ( k ) F * ( k ) d k - F ( k ) F * ( k ) d k

0.0661
- δ ( τ ) g ( t - τ ) d τ = g ( t )

0.0661
= def - f ( τ ) δ ( t - T - τ ) d τ

0.0651
Δ t = 0 Δ τ e ± 0 τ ¯ a ( τ ) d τ d τ ¯ ,

0.0640
p ( t ) = 0 h ( τ ) q ( t - τ ) d τ
f ( t ) = 0 h ( τ ) s ( t - τ ) d τ

0.0625
( f * g ) ( t ) = 0 t f ( τ ) g ( t - τ ) d τ

0.0611
0 t A ( τ ) d τ = - 𝐔 n T 𝐊 - 1 𝐐 0 t C p ( τ ) d τ + 𝐔 n T 𝐊 - 1 𝐀

0.0573
( f g ) ( t ) = def - f * ( τ ) g ( t + τ ) d τ ,

0.0458
1 ( 2 π i ) 2 L * g ( τ ) d τ ( L * d τ 1 ( τ 1 - t ) ( τ - τ 1 ) ) = 0 .

0.0448
- h ( τ ) x T ( t - τ ) d τ

0.0437
f ( t - 1 ) = - 2 0 s ( t + τ ) d τ = 0 + 2 s ( t - τ ) d τ

0.0308
A ( τ ) = - + I ( t ) I ( t - τ ) d t