Keyboard help! Stock market returns, and confidence intervals
I would like your help measuring a couple of your keyboard properties. After that, you can learn about what returns to expect from the stock market, and how to extrapolate a standard deviation from just two values.
You have arrived at the mid-week hump. Have a $container of $beverage and enjoy some reading before you speed along with the rest of your life.
I need your help!
I am working on something, but discovered an odd thing around how keyboards behave. I only have data for n=3 keyboards, and I need more before I can be certain of my conclusions. Please take 3.5 minutes out of your day to complete this easy web-based keyboard test.
New articles
The stock market returns 4 %
I keep hearing that investing in an equity index gives returns upwards of 12 %. That's ridiculous. Go through the maths, and you'll arrive at a figure much closer to 4 %.
Full article (1–2 minute read): The stock market returns 4 %
90 % of the t distribution
If we only have two values from a process, and we want a decent estimate of the standard deviation, we can use 1.3× the distance between the two values. The same theory gives us a way to construct more faithful 90 % confidence intervals from a small number of samples.
Full article (2–5 minute read): 90 % of the t distribution
Flashcard of the week
A nugget from when I was reading a lot about lean:
From what perspectives are resource efficiency and flow efficiency measured?
It is common in business to aim for resource efficiency, i.e. ensure that people and machines are busy all the time and don't stand idle. But as customers of a business, we would prefer if there were employees standing idle, because then they could attend to our needs faster.
This is a general rule: the busier staff are, the longer customers will have to wait until they get service. One cannot optimise for both at the same time. (Although there are usually ways to reduce wait times while keeping staff busy, at some point the two goals will come in conflict.)
Flow efficiency is the opposite of resource efficiency: with high flow efficiency, customers don't have to stand around waiting for very long.
Resource efficiency answers a question from the production perspective: what fraction of the time am I adding value? Flow efficiency answers a question from the consumption perspective: what fraction of the time am I receiving value?
I don't know. I really like the phrasing of "fraction of time value is added" contrasted with "fraction of time value is received". It highlights how adding value doesn't necessarily mean a customer receives it.
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