If you are happy to keep the letters on the standard keyboard within the same area as on Qwerty (as in just swapping some letter placements), then simply your desired layout could well be 1 layout amongst 26 factorial character distributions minus 1. That doesn't consider punctuation, cursor movement, deletions, capitilasations etc. Try each of them out for a few weeks at a time and see how you get on ;)
You could whittle that list down, by seeding the home row with the most frequently occuring english letters. That's 10 possible placements. 10 factorial = 3,628,800 permutations on the home row alone. But it may just be that having the most frequently occuring letters on the home row isn't such a great idea anyway, but perhaps it is!
The above is really to illustrate how many possible layouts are out there. (Of course there isn't enough time in the world to try them all out!) But perhaps you could use a computer to brute force the problem. Or pare down the possibilities by coming up with some rulesets - like put K on a not so good placement. Don't put T and H on the same finger, favour less finger travel etc.
Given a sensible ruleset it would be great to try and solve the problem. Perhaps with a generic/average cross language corpus (too idealistic?).
I like the idea of personalised layouts, but a one for all would be quite nice. It's difficult to know up front what you want or even measure what you are already good at. Which are your quickest most comfortable fingers? Do you like hand alternation? Etc.
I remember at school my maths teacher telling me that you could calcualate Pi by way of probabilities of pins dropping and landing in a circle. See: Buffon's needle/Monte Carlo method: https://en.wikipedia.org/wiki/Buffon%27s_needle. http://www.eveandersson.com/pi/monte-carlo-circle .
Could you somehow use an organic analogy to help you optimise the layout? Slime Mould can be used for transport network design: http://www.theguardian.com/cities/2014/ … ort-routes
Or given enough monkeys with enough computers and different layouts could you crack the problem?
I'm not saying that any of those ideas are the way to devise the optimal layout, rather an alternative way of looking at the problem could be of help. Filter that 26! -1 list to 1!
Dvorak splitting the vowels onto the left hand I think is quite inspirational. It helps narrow the field of the problem, and has the added bonus of introducing good hand alternation (my guess is that he figured that putting the vowels on the left helped alternation that helped reduce typewriter jams). Dvorak favours the home row (is that a good idea?).
If you consider the number row as a possible placement for letters, or locating a character in two different placements, or introducing or moving modifiers, or changing the physical layout of the keyboard; it only complicates the problem further. It's hard to measure Maltron against Qwerty because the physical layout is different.
Last edited by pinkyache (24-Apr-2014 11:54:33)
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