2016-04-27
April 27 Thread.
Post your answers to the April 27 Let's Experiment problem here.
Best,
Chris
Post your answers to the April 27 Let's Experiment problem here.
Best,
Chris
Mu: 100 = 0.00336062777778
Mu: 1000 = 0.00144251111111
Mu: 10000 = 0.000346444444444
If star does not appear in the document, with mu: 1000 = 000109177777778
Mu: 100 = 0.00336062777778
Mu: 1000 = 0.00144251111111
Mu: 10000 = 0.000346444444444
If star does not appear in the document, with mu: 1000 = 000109177777778
((resource:image.jpeg|Resource Description for image.jpeg))
a)
for mu = 100
M(t) = .00336
for mu = 1000
M(t) = .00144
for mu = 10000
M(t) = .000346
b)
for mu = 1000 and frequency of 0
M(t) = .00011
a)
for mu = 100
M(t) = .00336
for mu = 1000
M(t) = .00144
for mu = 10000
M(t) = .000346
b)
for mu = 1000 and frequency of 0
M(t) = .00011
((resource:20160427_164711.jpg|Resource Description for 20160427_164711.jpg))
term_freq = 2
length_doc = 500
mus = [1000, 10000, 100000]
McT = float(73695) / 450000000
for mu in mus:
(Edited: 2016-04-27)
nom = (term_freq + mu * McT)
denom = length_doc + mu
print nom / denom
term_freq = 2
length_doc = 500
mus = [1000, 10000, 100000]
McT = float(73695) / 450000000
for mu in mus:
nom = (term_freq + mu * McT)
denom = length_doc + mu
print nom / denom
Mc(t) = 73695 / 450000000 = 0.00016376666
For μ = 100 Mμd(t) = (2 + 100 * 0.00016376666) / (500 + 100) = 0.00336062777
For μ = 1000 Mμd(t) = (2 + 1000 * 0.00016376666) / (500 + 1000) = 0.0014425111
For μ = 10000 Mμd(t) = (2 + 10000 * 0.00016376666) / (500 + 10000) = 0.00034644443
If the frequency of term "star" is 0, Mμd(t) = (1000 * 0.00016376666) / (500 + 1000) = 0.00010917777
Mc(t) = 73695 / 450000000 = 0.00016376666
For μ = 100
Mμd(t) = (2 + 100 * 0.00016376666) / (500 + 100) = 0.00336062777
For μ = 1000
Mμd(t) = (2 + 1000 * 0.00016376666) / (500 + 1000) = 0.0014425111
For μ = 10000
Mμd(t) = (2 + 10000 * 0.00016376666) / (500 + 10000) = 0.00034644443
If the frequency of term "star" is 0,
Mμd(t) = (1000 * 0.00016376666) / (500 + 1000) = 0.00010917777
For μ = 100,
M_μ_d(t) = (2 + (100 * (73695/450000000)))/(500 + 100) = 0.00336
For μ = 1000,
M_μ_d(t) = (2 + (1000 * (73695/450000000)))/(500 + 1000) = 0.00144
For μ = 10000,
M_μ_d(t) = (2 + (10000 * (73695/450000000)))/(500 + 10000) = 0.00034
If term "star" does not appear in d,
M_μ_d(t) = (0 + (1000 * (73695/450000000)))/(500 + 1000) = 0.000109(Edited: 2016-04-27)
For μ = 100,
M_μ_d(t) = (2 + (100 * (73695/450000000)))/(500 + 100)
= 0.00336
For μ = 1000,
M_μ_d(t) = (2 + (1000 * (73695/450000000)))/(500 + 1000)
= 0.00144
For μ = 10000,
M_μ_d(t) = (2 + (10000 * (73695/450000000)))/(500 + 10000)
= 0.00034
If term "star" does not appear in d,
M_μ_d(t) = (0 + (1000 * (73695/450000000)))/(500 + 1000)
= 0.000109
MC(t)=lt / lC
= 73695 / 450000000
= 0.00016376666
Mμd(t) for μ=100,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (2 + 100 * 0.00016376666) / (500 + 100)
= 0.00336062777
Mμd(t) for μ=1000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (2 + 1000 * 0.00016376666)/(500 + 1000)
= 0.0014425111
Mμd(t) for μ=10000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
=(2 + 10000 * 0.00016376666)/(500 + 10000)
= 0.00034644443
If star does not appear, then,
Mμd(t) for μ=1000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (0 + 1000 * 0.00016376666)/(500 + 1000)
= 0.00109177773
MC(t)=lt / lC
= 73695 / 450000000
= 0.00016376666
Mμd(t) for μ=100,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (2 + 100 * 0.00016376666) / (500 + 100)
= 0.00336062777
Mμd(t) for μ=1000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (2 + 1000 * 0.00016376666)/(500 + 1000)
= 0.0014425111
Mμd(t) for μ=10000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
=(2 + 10000 * 0.00016376666)/(500 + 10000)
= 0.00034644443
If star does not appear, then,
Mμd(t) for μ=1000,
Mμd(t) = (ft,d+μ⋅MC(t)) / (ld+μ)
= (0 + 1000 * 0.00016376666)/(500 + 1000)
= 0.00109177773
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