Returned 86 matches (100 formulae, 84 docs)
    Lookup 130.687 ms, Re-ranking 0.151 ms
    Found 482112 tuple postings, 185962 formulae, 22095 documents
[ formulas ] [ documents ] [ documents-by-formula ]

w = { w * if  w * > 1 2 , 1 2 if  w * 1 2 .
Doc 1
0.7455, 0.7455
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000016/Articles/Nowcast_(Air_Quality_Index).html
Π ( t ) = def { 1 if | t | < 1 2 , 0 if | t | > 1 2 .
Doc 2
0.6132, 0.6132
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/LTI_system_theory.html
f ( x ) = { 1 x if x > 0 , 5 if x 0.
Doc 3
0.4505, 0.4505
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Asymptote.html
Y n = { 1 , if U n > 0 , 0 , if U n 0
Doc 4
0.4414, 1.2602
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Binomial_regression.html
Doc 4
0.4414, 1.2602
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Binomial_regression.html
( n k ) = { n k ¯ / k ! if k n 2 n n - k ¯ / ( n - k ) ! if k > n 2 .
Doc 5
0.4382, 0.4382
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Binomial_coefficient.html
y i = { y i * if y i * > 0 0 if y i * 0
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
| a | = { a , if a 0 - a , if a 0
Doc 7
0.4098, 0.7317
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Absolute_value.html
y 1 i = { y 1 i * if y 1 i * > 0 0 if y 1 i * 0.
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
y 2 i = { y 2 i * if y 1 i * > 0 0 if y 1 i * 0.
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
y 3 i = { y 3 i * if y 1 i * > 0 0 if y 1 i * 0.
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
𝐚 i = { 1 if w i > 0 , 0 if w i < 0.
Doc 8
0.3810, 0.3810
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000014/Articles/Sparse_distributed_memory.html
Y = { 0 , if Y * > 0 1 , if Y * < 0.
Doc 4
0.4414, 1.2602
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Binomial_regression.html
y i = { y i * if y i * > y L y L if y i * y L .
Doc 6
0.4317, 3.9079
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Tobit_model.html
Y = { X if | X | c - X if | X | > c
Doc 9
0.3768, 0.3768
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Normally_distributed_and_uncorrelated_does_not_imply_independent.html
f ( x ) = { exp ( - 1 / x ) if x > 0 , 0 if x 0 ,
Doc 10
0.3740, 0.7062
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Non-analytic_smooth_function.html
( ξ ) + = { ξ , if ξ > 0 0 , otherwise .
Doc 11
0.3687, 0.3687
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Bochner–Riesz_mean.html
ϕ ( T ) = { 1 if T > t 0 0 if T < t 0
Doc 12
0.3604, 1.0507
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000011/Articles/Uniformly_most_powerful_test.html
ϕ ( x ) = { 1 if x > x 0 0 if x < x 0
Doc 12
0.3604, 1.0507
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000011/Articles/Uniformly_most_powerful_test.html
y = { 1 if u θ 0 if u < θ
Doc 13
0.3587, 0.3587
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Artificial_neuron.html
F ( x ) = { 1 if x λ 0 if x > λ
Doc 14
0.3578, 0.7156
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Mean_shift.html
K ( x ) = { 1 if x λ 0 if x > λ
Doc 14
0.3578, 0.7156
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Mean_shift.html
ϵ ( X n ) = { 1 if n = 0 0 if n > 0
Doc 15
0.3547, 0.3547
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Coalgebra.html
a = { a + ϵ , if a = 0 a , if a > 0
Doc 16
0.3541, 0.3541
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000014/Articles/RA_plot.html
x + α = { x α if x > 0 0 otherwise
Doc 17
0.3537, 0.3537
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000013/Articles/Homogeneous_distribution.html
P j ( d j ) = { 0 if d j 0 1 if d j > 0
Doc 18
0.3514, 0.3514
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000014/Articles/Preference_ranking_organization_method_for_enrichment_evaluation.html
μ t = { μ t inner if y y crossover μ t outer if y > y crossover
Doc 19
0.3493, 0.3493
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Cebeci–Smith_model.html
Y 1 = { 1 if Y 1 * > 0 , 0 otherwise ,
Doc 20
0.3492, 0.6984
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Multivariate_probit_model.html
Y 2 = { 1 if Y 2 * > 0 , 0 otherwise ,
Doc 20
0.3492, 0.6984
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Multivariate_probit_model.html
H ( t ) = { 0 , if t 0 ; 1 , if t > 0.
Doc 21
0.3482, 0.3482
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Carathéodory's_existence_theorem.html
V o = { 1 , if V + > V - 0 , if V + < V -
Doc 22
0.3433, 0.3433
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Comparator.html
γ = { 1 if p 0 1 / 2 if p = 0
Doc 23
0.3417, 0.3417
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Electromagnetic_reverberation_chamber.html
f ( x ) = { + x 2 , if x 0 - x 2 , if x 0.
Doc 24
0.3415, 0.6788
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Derivative.html
f ( x ) = { 1 if x > 0 0 otherwise
Doc 25
0.3412, 0.3412
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Guard_(computer_science).html
μ ( A ) = { | A | if A is finite + if A is infinite
Doc 27
0.3402, 0.3402
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Counting_measure.html
f ( x ) = { 1 , if x is rational 0 , if x is irrational
Doc 26
0.3402, 0.3402
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Symmetric_derivative.html
¬ G u = { 1 , if u = 0 0 , if u > 0
Doc 28
0.3380, 0.6757
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Many-valued_logic.html
u G v = { 1 , if u v 0 , if u > v
Doc 28
0.3380, 0.6757
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Many-valued_logic.html
f ( x ) = { + 2 x , if x 0 - 2 x , if x 0.
Doc 24
0.3415, 0.6788
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Derivative.html
ε ( n ) = { 1 , if n = 1 0 , if n > 1
Doc 29
0.3364, 0.3364
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Möbius_inversion_formula.html
x + = { x : x > 0 0 : x 0.
Doc 30
0.3351, 0.6597
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Truncated_power_function.html
𝐇 n = { n if n < ω 2 if n = ω
Doc 32
0.3350, 0.3350
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Direct_integral.html
δ i = { 0 , if i 0 1 , if i = 0
Doc 31
0.3350, 0.6539
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Kronecker_delta.html
M ( n ) = { n - 10 , if n > 100 M ( M ( n + 11 ) ) , if n 100
Doc 33
0.3345, 0.3345
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/McCarthy_91_function.html
f ( n ) ( x ) = { p n ( x ) x 2 n f ( x ) if x > 0 , 0 if x 0 ,
Doc 10
0.3740, 0.7062
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Non-analytic_smooth_function.html
δ i j = { 1 , if i = j 0 , if i j
Doc 34
0.3317, 0.3317
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000016/Articles/Spline_wavelet.html
Doc 35
0.3317, 0.3317
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Radial_basis_function_network.html
F ( x ) = { 0 if x < μ 1 if x μ
Doc 39
0.3300, 0.3300
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Normal_distribution.html
H ( x ) = { 1 if x 0 0 if x < 0.
Doc 36
0.3300, 0.6286
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Dirac_delta_function.html
V ( h ) = { 0 if h σ if h < σ
Doc 37
0.3300, 0.3300
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000016/Articles/Depletion_force.html
f ( x ) = { 1 if x S undefined/does not halt if x S
Doc 38
0.3300, 0.3300
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Recursively_enumerable_set.html
ϕ ( x ) = { 1 if x R 0 if x A
Doc 12
0.3604, 1.0507
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000011/Articles/Uniformly_most_powerful_test.html
f ( x ) = { 1 , if | x | < 1 2 , 0 , otherwise .
Doc 40
0.3290, 0.3290
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Microcanonical_ensemble.html
η q ( n ) = { 0 if q n q if q n
Doc 41
0.3284, 0.3284
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000008/Articles/Ramanujan's_sum.html
U = { { 0 , 1 } , if P { 0 } , if ¬ P
Doc 42
0.3282, 0.3282
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Diaconescu's_theorem.html
C = { C 0 if | ξ | < 1 C 0 ξ 2 if | ξ | > 1.
Doc 43
0.3260, 0.3260
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Davenport–Schmidt_theorem.html
f ( x ) = { x if x > 0 0.01 x otherwise
Doc 44
0.3258, 0.3258
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000015/Articles/Rectifier_(neural_networks).html
| x | = { - x , if x < 0 x , if x 0
Doc 45
0.3251, 0.3251
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Piecewise.html
( x 2 p ) = { 1 if p x 0 if p x .
Doc 46
0.3251, 0.3251
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Legendre_symbol.html
x + n = { x n : x > 0 0 : x 0.
Doc 30
0.3351, 0.6597
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Truncated_power_function.html
d | n μ ( d ) = { 1 if n = 1 0 if n > 1.
Doc 47
0.3243, 0.6486
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Möbius_function.html
Doc 47
0.3243, 0.6486
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Möbius_function.html
f ( x ) = { 1 if x > a i 0 otherwise.
Doc 48
0.3222, 0.3222
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Sorting_network.html
| x | = { x , if x 0 - x , if x < 0.
Doc 7
0.4098, 0.7317
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Absolute_value.html
δ b a = { 1 if a = b , 0 if a b .
Doc 51
0.3204, 0.3204
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Lorentz_covariance.html
t n = { 2 P n 2 if n is even ; H n 2 if n is odd.
Doc 49
0.3204, 0.3204
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Pell_number.html
( a - 1 ) = { - 1 if a < 0 , 1 if a 0.
Doc 50
0.3204, 0.3204
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Kronecker_symbol.html
a z = { z if a > 0 , - z if a < 0.
Doc 52
0.3200, 0.3200
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Directed_infinity.html
f ( f ( x ) ) = { 1 if x 0 0 if x = 0
Doc 53
0.3188, 0.3188
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Limit_of_a_function.html
δ i j = { 0 if i j , 1 if i = j .
Doc 31
0.3350, 0.6539
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Kronecker_delta.html
g = { - 5 9 ( x 2 + 1 ) S , if T > 1 2 5 9 ( x 2 + 1 ) S , if T < 1 2 0 , if T = 0
Doc 54
0.3187, 0.3187
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000006/Articles/TSL_color_space.html
θ = { sin - 1 1 β , if β 1 π - sin - 1 β , if β 1
Doc 55
0.3173, 0.3173
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000013/Articles/Beta_skeleton.html
n ( x 3 ) = { n A if x 3 < 0 n B if x 3 > 0
Doc 56
0.3149, 0.3149
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000014/Articles/Hamiltonian_optics.html
f ( x ) = { x if x 0 , 0 if x < 0
Doc 57
0.3143, 0.3143
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Smoothness.html
G n + 1 = { 1 if n odd coth 2 ( β 4 ) if n even
Doc 59
0.3113, 0.3113
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Chebyshev_filter.html
μ ( A ) = { 1 if 0 A 0 if 0 A .
Doc 58
0.3113, 0.3113
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Sigma_additivity.html
f ( x ) = { 2 | x | , if x 0 2 x - 1 , if x > 0.
Doc 60
0.3101, 0.3101
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Integer.html
rect ( t ) = Π ( t ) = { 0 if | t | > 1 2 1 2 if | t | = 1 2 1 if | t | < 1 2 .
Doc 61
0.3096, 0.3096
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Rectangular_function.html
S ( r ) = { S 0 , if r R 0 , if r > R ( 8 )
Doc 62
0.3095, 0.3095
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000013/Articles/Convolution_for_optical_broad-beam_responses_in_scattering_media.html
F ( x ) = { 1 , if x S 0 , if x S
Doc 65
0.3084, 0.3084
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Set_(abstract_data_type).html
h ( k ) = { 1 , if k 0 0 , if k < 0
Doc 64
0.3084, 0.3084
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000007/Articles/Differential_coding.html
ε ( n ) = { 1 , if n = 1 0 , if n 1
Doc 63
0.3084, 0.3084
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000006/Articles/Unit_function.html
χ A ( x ) = { 0 , if x A 1 , if x A
Doc 66
0.3070, 0.3070
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Subobject_classifier.html
ρ ( x , y ) = { 1 if x y , 0 if x = y
Doc 67
0.3056, 0.3056
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Discrete_space.html
( s a ) / b = { s if a = b ε if a b
Doc 68
0.3056, 0.3056
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/String_operations.html
δ ( a , b ) = { 1 if a = b 0 if a < b .
Doc 69
0.3028, 0.3028
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Incidence_algebra.html
lim x 0 - 1 x r = { - , if r is odd + , if r is even
Doc 70
0.3022, 0.3022
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000008/Articles/List_of_limits.html
| x | p = { p - ν p ( x ) if x 0 0 if x = 0
Doc 71
0.3014, 0.3014
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/P-adic_order.html
sgn f = { + 1 , if f is even - 1 , if f is odd .
Doc 72
0.3014, 0.3014
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Symmetric_group.html
θ N ( x ) = { 0 if x N / 2 , 1 if x > N / 2.
Doc 73
0.3012, 0.3012
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Neural_cryptography.html
( C i , j I ) p = { 0 if i < p C i , j if i p
Doc 74
0.2986, 0.5933
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Spectral_sequence.html
δ s i ( X ) = { 1 if s i X 0 if s i X
Doc 75
0.2986, 0.2986
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000009/Articles/Discrete_measure.html
δ x 0 ( A ) = { 1 if x 0 A 0 if x 0 A
Doc 36
0.3300, 0.6286
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Dirac_delta_function.html
φ ( 2 m ) = { 2 φ ( m ) if m is even φ ( m ) if m is odd
Doc 76
0.2986, 0.2986
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000001/Articles/Euler's_totient_function.html
B 2 k = { c 0 , if k = 0 , c k / k , if k > 0 ,
Doc 77
0.2984, 0.2984
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Meridian_arc.html
I = { 1 if Y 1 / 3 , 0 otherwise ,
Doc 78
0.2974, 0.2974
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Conditioning_(probability).html
y = { 1 if x i 0 0 if x i < 0
Doc 79
0.2973, 0.2973
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Instantaneously_trained_neural_networks.html
𝟏 A ( x ) = { 1 if x A , 0 if x A .
Doc 81
0.2960, 0.2960
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Multiset.html
𝟏 A ( ω ) = { 1 if ω A , 0 if ω A ,
Doc 82
0.2960, 0.2960
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000003/Articles/Conditional_probability_distribution.html
χ A ( x ) = { 1 if x A , 0 if x A .
Doc 80
0.2960, 0.2960
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000002/Articles/Step_function.html
( C i , j I I ) p = { 0 if j < p C i , j if j p
Doc 74
0.2986, 0.5933
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000004/Articles/Spectral_sequence.html
[ P ] = { 1 if P is true; 0 otherwise.
Doc 83
0.2933, 0.2933
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000005/Articles/Iverson_bracket.html
δ x ( U ) = { 0 if x U 1 if x U U 𝒯
Doc 84
0.2907, 0.2907
testing/NTCIR12_MathIR_WikiCorpus_v2.1.0/MathTagArticles/wpmath0000012/Articles/Valuation_(measure_theory).html