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mathux.com

Math UX

Super rough just beginning work-in-progress! But there's a big difference between "I'm going to start writing/coding soon" and "I've started writing/coding", so I just want to demonstrate that it's alive. An intuition physical interface for rotation matrices, for devices with accelerometers and gyros (preferably iPhone). Trying to illustrate the recursive nature of some of the most familiar arithmetic operators.

http://www.mathux.com/

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Math UX | mathux.com Reviews
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Super rough just beginning work-in-progress! But there's a big difference between I'm going to start writing/coding soon and I've started writing/coding, so I just want to demonstrate that it's alive. An intuition physical interface for rotation matrices, for devices with accelerometers and gyros (preferably iPhone). Trying to illustrate the recursive nature of some of the most familiar arithmetic operators.
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2 matrix rotator
3 hyperoperators
4 toph tucker
5 coupons
6 reviews
7 scam
8 fraud
9 hoax
10 genuine
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Math UX | mathux.com Reviews

https://mathux.com

Super rough just beginning work-in-progress! But there's a big difference between "I'm going to start writing/coding soon" and "I've started writing/coding", so I just want to demonstrate that it's alive. An intuition physical interface for rotation matrices, for devices with accelerometers and gyros (preferably iPhone). Trying to illustrate the recursive nature of some of the most familiar arithmetic operators.

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mathux.com mathux.com
1

Math UX

http://www.mathux.com/index.html

Super rough just beginning work-in-progress! But there's a big difference between "I'm going to start writing/coding soon" and "I've started writing/coding", so I just want to demonstrate that it's alive. An intuition physical interface for rotation matrices, for devices with accelerometers and gyros (preferably iPhone). Trying to illustrate the recursive nature of some of the most familiar arithmetic operators.

2

Math UX | Matrix rotator

http://www.mathux.com/matrixrotator.html

Device orientation not supported. Try a device with an accelerometer/gyroscope, like an iPhone or iPad.

3

Math UX | Hyperoperators

http://www.mathux.com/hyperoperators.html

There is a family of operators built recursively out of the successor function S(x), which simply adds one to a number. As I learned basic arithmetic, I remember being maddened that the recursive structure was not made evident by the notation. This doesn't solve that; it just attempts to illustrate the n. Hyperoperator in terms of the (n-1). In terms of (n-1). Highlight/justify features like the additive/multiplicative/. identities and the coincidence. And generally highlight more connections!

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Super rough just beginning work-in-progress! But there's a big difference between "I'm going to start writing/coding soon" and "I've started writing/coding", so I just want to demonstrate that it's alive. An intuition physical interface for rotation matrices, for devices with accelerometers and gyros (preferably iPhone). Trying to illustrate the recursive nature of some of the most familiar arithmetic operators.

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