Tag Archives: global health

Child Malnutrition Reading Resources

I’m not sure this list is useful, but at least I’ll find it when I next search:

https://en.wikipedia.org/wiki/Therapeutic_food#cite_ref-manary_1-0
https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3144630/

Click to access a57361.pdf

https://academic.oup.com/ajcn/article/81/4/864/4649071
http://onlinelibrary.wiley.com/doi/10.1002/14651858.CD009000.pub2/abstract
https://en.wikipedia.org/wiki/Plumpy%27nut
https://www.huffingtonpost.com/jeffrey-sachs/saying-nuts-to-hunger_b_706798.html

Click to access unicef-plumpy-nut-supply-chain.pdf


http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:Malnutrition
http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:Malnutrition#Severe.2C_acute_malnutrition
http://hesperian.org/books-and-resources/
http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:Malnutrition
http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:For_Health_Workers#A_growing_child_is_a_healthy_child
http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:Malnutrition#Ready-to-Use_Therapeutic_Foods
http://en.hesperian.org/hhg/A_Community_Guide_to_Environmental_Health:Social_and_Political_Causes_of_Hunger
http://en.hesperian.org/hhg/New_Where_There_Is_No_Doctor:Health_Problems_of_Children

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Fact checking with GBD Compare

I’ve been developing a habit of comparing health statistics I hear in the media with the results in GBD Compare. It is nice when they agree, such as in a recent ScienceMag focus on chronic kidney disease, corroborated here: http://ihmeuw.org/1v7i . It would be even better if the cause was known, and the burden could be removed.

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Filed under global health

A simple optimization problem I don’t know how to solve (from DCP)

Inspired by the recent 8F workshop, I’m trying to write up theory challenges arising from global health. And I’m trying to do it with less background research, because avoiding foolishness is a recipe for silence.

This is the what I called the “simplest open problem in DCP optimization” in a recent post about DCP (Disease Control Priorities), but with more reflection, I should temper that claim. I’m not sure it is the simplest. I’m not sure it is an open problem. And I’m pretty sure that if we solve it, the DCP optimizers will come back with something more complicated.

But it is a nice, clean problem to start with. I’m calling it “Fully Stochastic Knapsack”. It looks just like the plain, old knapsack problem:
\max \bigg\{ \sum_{i=1}^n v_ix_i \qquad s.t. \quad \sum_{i=1}^n w_ix_i \leq W, \quad x_i \in \{0,1\} \bigg\}
The fully stochastic part is that everything that usually would be input data is now a probability distribution, and the parameters of the distribution are the input data.

This makes even deciding what to maximize a challenge. I was visiting the UW Industrial Engineering Dept yesterday, and Zelda Zabinsky pointed me to this nice INFORMS tutorial by Terry Rockafeller on “coherent approaches” to this.

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More PBFs out of Seattle

For those of you interested in hearing more about the summer travels of the IHME post-bachelors fellows, I alert you to the existence of these blogs:

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