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I'm trying to solve this exact problem, since I had/have it too. Not just for nutrition but for all habits. I read directly from scientific articles. And I'm a
by goncalogordo 9y ago
I'm trying to solve this exact problem, since I had/have it too. Not just for nutrition but for all habits.
I read directly from scientific articles. And I'm also trying to come up with a methodology to select the best and most useful ones, that can provide actionable guidance in terms of which lifestyle changes to adopt.
You can find more about my habits and the papers I've selected in one of my answers on reddit [0] or you can also check a prototype I created to help me find which lifestyle changes would most improve my health/longevity [1]
Let me know if I can help in any other way
[0] https://www.reddit.com/r/longevity/comments/5isp2r/what_things_are_you_doing_to_delay_aging_which/ https://www.reddit.com/r/longevity/comments/5isp2r/what_thin...
[1] https://play.google.com/store/apps/details?id=com.healthylabs.android.healthyhabits https://play.google.com/store/apps/details?id=com.healthylab...
- jmstfv 9y agoThanks for the links! Reading from a source and weeding out "low-quality stuff" is a valuable skill to have. Not so long ago a study on telomere length was lambasted by HN community for having low sample size [0] How do you choose which papers to follow? Any rules of thumb/red flags for assessing a paper? [0] https://news.ycombinator.com/item?id=14575361 https://news.ycombinator.com/item?id=14575361
- goncalogordo 9y agoYes, definitely! First, I start with a clear goal/question in mind: e.g. which lifestyle changes could help me live longer? Then there are several things I look for when assessing a specific paper: a) Sample size is key. Small samples are not very reliable as you can reach almost any conclusion you want. I also prefer looking at meta-analysis (this is when scientists look at all the studies that analysed a given topic). This means more data (larger samples) and less risk of biases. b) Low P-value (below 5% is what you're looking for). This is the probability that the effect found was due to randomness. If this is too high, then you cannot rely on your conclusions. c) Adjusting for other variables that could explain the effect that was found in the study. E.g. if you want to find if eating more vegetables is healthy, you should adjust for exercise, so you can compare people that do the same amount of exercise but eat different amounts of vegetables. Otherwise the effect found could be explained by other variables not adjusted for. d) No funding bias. Is this a study stating that eating X is good but funded by the Association of X Producers? Avoid those :) e) No publication bias (this only applies to meta-analysis). This is when scientists don't publish their findings (e.g. because they did a small study, or found an insignificant effect, or found an effect they or their funders "didn't like"). Most good meta-analysis will comment on this (it's also called Funnel test/analysis). f) Human studies. I tend to ignore studies that aren't done with humans as the probability the conclusions will hold in humans is actually very low (probably less than 10%). It's also preferable to have intervention studies (when you get two groups of people that receive two different interventions - e.g. eating beets juice and placebo - and compare outcomes; they generally don't know which intervention they're getting) vs. observational studies (when you study a group of people and try to assess if differences in what they say they do lead to different health outcomes). But in this field, most studies are actually observational, hence the importance of all the other things I've mentioned. Hope this helps!