Showing posts with label Basics. Show all posts
Showing posts with label Basics. Show all posts

Saturday, October 26, 2013

Be Hands On

For as long as you can. Think specialists (surgeons, pilots, etc.) who get better clocking in more hours with/into their art - doing, practicing, persevering. 

Sunday, May 13, 2012

Reflexive, Symmetric, Transitive, Associate, Commutative, Distributive Laws and Operators

A refresher:

Reflexive: a = a
(Every element is mapped back to itself)

Symmetric:  a = b,  => b = a

Transitive: a = b  & b = c, => a = c

Associative: (x # y) # z = x # (y # z)
(The operator is immune to different grouping of the operands)

Commutative: x $ y = y $ x
(The operator is immune to changing order of operands)

Distributive: x @ (y ^ z) = x @ y ^  x @ z,
(Outer Operand x can be distributed over the other two y & z without affecting the results)