'1 correspondence' diaporamas de présentation

15-251

15-251. Great Theoretical Ideas in Computer Science. Counting I: One-To-One Correspondence and Choice Trees. Lecture 6 (September 10, 2009). If I have 14 teeth on the top and 12 teeth on the bottom, how many teeth do I have in all?. Addition Rule.

925 views • 79 slides

COMPSCI 102

COMPSCI 102. Discrete Mathematics for Computer Science. Counting I: One-To-One Correspondence and Choice Trees. Lecture 6. If I have 14 teeth on the top and 12 teeth on the bottom, how many teeth do I have in all?. Addition Rule. Let A and B be two disjoint finite sets

775 views • 77 slides

COMPSCI 102

COMPSCI 102. Introduction to Discrete Mathematics. Counting I: One-To-One Correspondence and Choice Trees. Lecture 6 (September 17, 2007). If I have 14 teeth on the top and 12 teeth on the bottom, how many teeth do I have in all?. Addition Rule.

772 views • 77 slides

Discrete Structures & Algorithms Counting

Discrete Structures & Algorithms Counting. Counting I: One-To-One Correspondence and Choice Trees. If I have 14 teeth on the top and 12 teeth on the bottom, how many teeth do I have in all?. Addition Rule. Let A and B be two disjoint finite sets

775 views • 77 slides

413 views • 19 slides

Isomorphisms This is when seemingly different things seem to be governed by the same rules.

Isomorphisms This is when seemingly different things seem to be governed by the same rules. Example You know that Arg (z 1 ? z 2 ) = Arg (z 1 ) + Arg (z 2 ) Arg (z 1 / z 2 ) = Arg (z 1 ) - Arg (z 2 ) Arg ( z n ) = nArg (z)

194 views • 7 slides