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visits member for 4 years, 10 months
seen Nov 8 '12 at 5:33

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Oct
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comment How are epidemic models simulated in case of mobility?
Great! Thank you once again for your time.
Oct
4
accepted How are epidemic models simulated in case of mobility?
Oct
4
comment How are epidemic models simulated in case of mobility?
@Robert Israel: +1 Thank you for your comments. So from what I understand, I posted another snippet of the code. Could you please tell me if I am on the right page? Basically, instead of the all-or-none scenario, what I am now doing is calculating the probability for each neighbor within a node's vicinity.
Oct
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revised How are epidemic models simulated in case of mobility?
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revised How are epidemic models simulated in case of mobility?
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Oct
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asked How are epidemic models simulated in case of mobility?
Oct
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accepted How do I approach Optimal Control?
Aug
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comment How to compute KL-divergence when PMF contains 0s?
Very deep and insightful answer. Thank you so much. I have recently found out about the Jensen-Shannon divergence metric and am trying to understand if I could utilize that instead. The paper "Divergence Measures Based on the Shannon Entropy" explains that this metric does not face the same issues as the KL-divergence metric. If you have any suggestions on this, it would be a great addition to your already insightful answer. Thank you for your time.
Aug
17
accepted How to compute KL-divergence when PMF contains 0s?
Aug
11
comment How to compute KL-divergence when PMF contains 0s?
@Ashok: Yes. You are right. It looks like KL-divergence requires that both the PMFs be absolutely continuous with respect to each other. In my case, the second case of infinity is a problem. In my calculation, the histograms contain empty bins which I am not able to understand how to handle.
Aug
11
asked How to compute KL-divergence when PMF contains 0s?
Mar
4
asked Optimal placement inside an arena given Spatial Density Distribution?
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awarded  Commentator
Oct
29
comment How do I approach Optimal Control?
@Gilead: That's great to hear. Could you point me towards some good optimization theory material in that case? I've been Googling but am not sure if I'm starting with the right ones...
Oct
29
comment How do I approach Optimal Control?
@mhum: Thank you. I will go through that and get back.