Context-Dependent Thinning 29
.# fin1 fout fin2 #

θ=1.5
Figure 3.
The input codevector z = x1 ∨ x2 ∨ ... ∨ xS (A)
The output (thinned) codevector is {z}
Calculate K=ln(1-1/S)/ln(1-pS)
Set auxiliary vector w to 0
Seed the random-number generator: randomize(seed).
for (k=1, 2,..., K)
if ((r=rand()) ≠ 0)
for (i=1, 2,..., N)
wi = wi ∨ zi+r modulo N
for (i=1, 2,..., N)
<z)i = Zi ∧ Wi
The input codevector z = x1 ∨ x2 ∨ ... ∨ xS |
(B) |
Seed the random-number generator: randomize(seed).
while(∣(z)∣ < M)
if ((r=rand()) ≠ 0)
for (i=1, 2,..., N)
(z)i = (z)i ∨ (zi ∧ zi+r modulo N)
Figure 4. (A), (B).
More intriguing information
1. An institutional analysis of sasi laut in Maluku, Indonesia2. Implementation of the Ordinal Shapley Value for a three-agent economy
3. Anti Microbial Resistance Profile of E. coli isolates From Tropical Free Range Chickens
4. Cryothermal Energy Ablation Of Cardiac Arrhythmias 2005: State Of The Art
5. The name is absent
6. FISCAL CONSOLIDATION AND DECENTRALISATION: A TALE OF TWO TIERS
7. Forecasting Financial Crises and Contagion in Asia using Dynamic Factor Analysis
8. The name is absent
9. An Empirical Analysis of the Curvature Factor of the Term Structure of Interest Rates
10. The name is absent