Returned 94 matches (100 formulae, 81 docs)
    Lookup 434.350 ms, Re-ranking 4711.915 ms
    Found 1285716 tuple postings, 226251 formulae, 23811 documents
[ formulas ] [ documents ] [ documents-by-formula ]

0.9817
L ( λ , α , s ) = n = 0 exp ( 2 π i λ n ) ( n + α ) s .

0.4843
Φ ( z , s , q ) = k = 0 z k ( k + q ) s

0.4737
Φ ( z , s , α ) = n = 0 z n ( n + α ) s .

0.3746
L ( M , V , s ) = μ { M - 0 } / V sign N ( μ ) | N ( μ ) | s

0.3732
ζ ( s , q ) = k = 0 1 ( k + q ) s
ζ ( s , a ) = n = 0 1 ( n + a ) s

0.3391
Mortgage Yield: ri such that P = n = 1 N C ( t ) ( 1 + r i / 1200 ) t - 1

0.3178
ζ ( s , q ) = n = 0 1 ( q + n ) s .

0.3158
ψ 1 ( z ) = n = 0 1 ( z + n ) 2 ,

0.3109
1 n = r = 1 1 ( n + 1 ) r .

0.3088
S ν ( x ) = k = 0 sin ( ( 2 k + 1 ) π x ) ( 2 k + 1 ) ν

0.3085
NPV = t = 0 n C t ( 1 + r ) t = 0
NPV = n = 0 N C n ( 1 + r ) n = 0

0.3084
β ( x ) = k = 0 ( - 1 ) k ( 2 k + 1 ) x

0.3069
H N , q , s = i = 1 N 1 ( i + q ) s

0.3025
β ( s ) = n = 0 ( - 1 ) n ( 2 n + 1 ) s ,

0.2985
P 0 = t = 1 T C t ( 1 + r t ) t

0.2985
L ( s , χ ) = n = 1 χ ( n ) n s
L ( χ , s ) = n = 1 χ ( n ) n s

0.2977
NPV ( i , N ) = t = 0 N R t ( 1 + i ) t

0.2967
NPV ( i ) = t = 0 N R t ( 1 + i ) t

0.2957
ζ ( s , t ) = n = 1 H n , t ( n + 1 ) s

0.2946
t n = m = 0 G m n ( m + 1 ) ( m + 2 ) .

0.2913
L ( s , χ ) = n = 1 χ ( n ) n s .

0.2894
χ ν ( z ) = k = 0 z 2 k + 1 ( 2 k + 1 ) ν .

0.2893
n = 0 1 ( n + a )

0.2846
Z ( P , Q , s ) = n = 1 f n ( P ) f n ( Q ) λ n s

0.2843
w i = j = 2 n a j ( i + 1 ) j ,

0.2842
e = k = 0 3 - 4 k 2 ( 2 k + 1 ) !

0.2799
ω ( z ) = n = 0 + q n ( ω a ) ( 1 + ω a ) 2 n - 1 ( z - a ) n n !

0.2786
L = P j = 1 n 1 ( 1 + i ) j

0.2742
k = 0 ( - 1 ) k ( z + k ) m + 1

0.2699
H V [ i , n ] = k = 0 n - i d i v ( i + k ) ( 1 + r ) n - i - k

0.2684
D P V = t = 0 N F V t ( 1 + r ) t

0.2680
L ( s , Δ ) = n = 1 a n n s

0.2644
sinh x = n = 0 x 2 n + 1 ( 2 n + 1 ) !

0.2627
N P V = n = 0 N C n ( 1 + r ) n = 0

0.2622
λ n = m ( 1 + n 2 ) k - 1 2 ( 1 + m 2 + n 2 ) k .

0.2617
P V = t = 1 n F V t ( 1 + i ) t

0.2613
L ( E , s ) = n = 1 a n n s .
L ( s , E ) = n = 1 a n n s .

0.2573
q = exp ( 2 π i / N )

0.2515
n = 1 $ 100 ( 1 + I ) n ,

0.2514
z = exp ( 2 π i / 3 ) .

0.2434
n = 0 2 n + 3 ( n + 1 ) ( n + 2 )

0.2420
f ( i 1 , , i n ) = k = 0 n i k f ( e k ) I p

0.2418
Z ( λ , ν ) = j = 0 λ j ( j ! ) ν .

0.2370
f ( x ) = n = 0 s ( 2 n x ) 2 n

0.2359
n = 1 H n 2 ( n + 1 ) 2 = 11 360 π 4 ;

0.2342
n = 1 k χ ( n ) exp ( 2 π i n / k ) .

0.2323
S = p P exp ( 2 π i f ( p ) ) .

0.2315
blanc ( x ) = n = 0 s ( 2 n x ) 2 n ,

0.2302
P m ( Δ , x ) = exp ( 2 π i m x ) sin ( π m Δ ) π m .

0.2284
k = 0 1 ( 2 k + 1 ) 2 = π 2 2 3 = π 2 8

0.2275
Φ ( z , s , a ) = z n Φ ( z , s , a + n ) + k = 0 n - 1 z k ( k + a ) s

0.2256
[ G f ] ( x ) = n = 1 1 ( x + n ) 2 f ( 1 x + n ) .

0.2251
Z = n = 0 ( ( 2 n ) ! ) 3 ( 42 n + 5 ) ( n ! ) 6 16 3 n + 1

0.2247
θ F ( z ) = m Z n exp ( 2 π i z F ( m ) )

0.2222
λ = 0 ρ ( t ) ( t + 1 ) 2 d t

0.2221
D q ( f ( x ) ) = k = 0 ( q - 1 ) k ( k + 1 ) ! x k f ( k + 1 ) ( x ) .

0.2220
f ( α ) = x = 1 N exp ( 2 π i P ( x ) α ) ,

0.2220
n = 1 ( - 1 ) n + 1 n = n = 0 1 ( 2 n + 1 ) ( 2 n + 2 ) = ln 2.

0.2218
M ( a , b , z ) = n = 0 a ( n ) z n b ( n ) n ! = F 1 1 ( a ; b ; z ) ,

0.2214
P V = k = 1 C ( 1 + i ) k = C i , i > 0 ,

0.2212
n = 1 H ¯ n ( b ) ( n + 1 ) a = ζ ( a , b ¯ )

0.2211
k = 0 z 2 k + 1 ( 2 k + 1 ) ! = sinh z

0.2191
P = t = 1 N D 0 ( 1 + g ) t ( 1 + r ) t + P N ( 1 + r ) N

0.2185
0 2 arctan ( t x ) e 2 π t - 1 d t = n = 1 c n ( x + 1 ) n ¯

0.2173
sinc ( x ) = sin ( x ) x = n = 0 ( - x 2 ) n ( 2 n + 1 ) !

0.2150
n = 0 ( - 1 ) n ( n + 1 ) ( n + 2 ) = 2 ln 2 - 1.

0.2141
ζ ( 3 ) = 8 7 k = 0 1 ( 2 k + 1 ) 3

0.2126
τ = i = 0 t i 2 i + 1

0.2101
π 2 sin 2 π z = n = - 1 ( z - n ) 2 .

0.2069
r = i = 0 a i 10 i

0.2062
k = 0 ( - 1 ) k z 2 k + 1 ( 2 k + 1 ) ! = sin z

0.2057
k = 0 1 ( 2 k + 1 ) 4 = 1 3 π 4 2 5 = π 4 96 .

0.2055
1 Q = i = 1 r S i ( x - λ i ) ν i
P Q = j = 1 r A j ( x - λ j ) ν j

0.2042
ϑ 0 , 0 ( x ) = n = - q n 2 exp ( 2 π i n x / a )

0.2022
1 ( x ; q ) = n = 0 x n ( q ; q ) n

0.1978
f ( x ) = i = 0 x 2 i

0.1935
f ( x ) = k = 1 sin ( 2 k x ) 2 k

0.1915
G ( a , 0 , c ) = n = 0 c - 1 ( n c ) e 2 π i a n / c .

0.1898
1 2 = k = 0 ( - 1 ) k ( π 4 ) 2 k ( 2 k ) ! .

0.1891
cosh x = n = 0 x 2 n ( 2 n ) !

0.1884
e = k = 0 ( 3 k ) 2 + 1 ( 3 k ) !

0.1833
g ( x ) = n = 1 f ( n ) exp ( 2 π i n x )

0.1824
1 sin 2 ( z ) = n 1 ( z - n π ) 2

0.1814
Z = n = 0 ( - 1 ) n ( 4 n ) ! ( 21460 n + 1123 ) ( n ! ) 4 4 4 n 882 2 n
Z = n = 0 ( - 1 ) n ( 4 n ) ! ( 260 n + 23 ) ( n ! ) 4 4 4 n 18 2 n

0.1781
ϑ 00 ( z , q ) = n = - q n 2 exp ( 2 π i n z )

0.1741
cos ( φ ) = n = 0 ( - φ 2 ) n ( 2 n ) ! ,

0.1732
( a x ; q ) ( x ; q ) = n = 0 ( a ; q ) n ( q ; q ) n x n .

0.1725
θ ^ F ( z ) = k = 0 R F ( k ) exp ( 2 π i k z ) ,

0.1715
φ ( x ) = i s i ( x - i ) k

0.1664
Cl 2 m ( q π p ) = k = 1 sin ( k q π / p ) k 2 m

0.1614
Φ ( exp ( 2 π i λ ) , s , α ) = L ( λ , α , s ) .

0.1590
1 ( 1 - 2 x t + t 2 ) α = n = 0 C n ( α ) ( x ) t n .

0.1294
x l ( 1 - x ) l + 1 = p = 0 ( p l ) x p .

0.1268
1 ( 1 - z ) α + 1 = n = 0 ( n + α n ) z n