'Associativity' presentation slideshows

668 views • 50 slides

INFO 2950

INFO 2950. Prof. Carla Gomes gomes@cs.cornell.edu Module Basic Structures: Sets Rosen, chapt. 2. . Note: ? ? {?} . Set Theory - Definitions and notation. A set is an unordered collection of objects referred to as elements . A set is said to contain its elements.

687 views • 42 slides

Cryptography: Helping Number Theorists Bring Home the Bacon Since 1977

Cryptography: Helping Number Theorists Bring Home the Bacon Since 1977. Dan Shumow SDE Windows Core Security dshumow@microsoft.com. Outline. Introduction Symmetric Key Encryption Key Distribution: Diffie-Hellman Key Generation Elliptic Curve Cryptography. Introduction.

338 views • 28 slides

Memory Management III: Perils and pitfalls Mar 13, 2001

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Scale invariance

Scale invariance. Object of which a detail when enlarged becomes (approximately) identical to the object itself. Condition of self-similarity leads to properties defined in fractal dimensions. Examples of scale invariance . Snow flakes. Lungs. Trees. Neurons. Symmetry in art.

509 views • 23 slides

Attribute Grammars

Attribute Grammars. They extend context-free grammars to give parameters to non-terminals, have rules to combine attributes Attributes can have any type, but often they are trees Example: context-free grammar rule: A ::= B C

458 views • 22 slides

Early Program Optimizations Chapter 12

Early Program Optimizations Chapter 12. Mooly Sagiv. Outline. Constant Folding Scalar Replacement of Aggregates Algebraic Simplification and Reassociation Value Numbering Basic blocks Procedure based data flow analysis Sparse conditional constant propagation. Constant Folding.

431 views • 17 slides

Computer Programming CS F111

Computer Programming CS F111. Vishal Gupta Department of Computer Science and Information Systems Birla Institute of Technology and Science Pilani Campus, Pilani . Agenda :. Expression Evaluation: Precedence & Associativity. Precedence and Associativity ?.

254 views • 8 slides