'Monotone' diaporamas de présentation

Chapter 23

Chapter 23. Algebra of Functions. What will be taught ?. 1. Some simple notations. 2 . Simple graphs you must known. 3. Relation and function. 4 . Domain and range. 5 . Composite function. 6 . Inverse function. ?????. Some basic graphs you must bear in mind !. Relation and Function.

863 views • 73 slides

Slides: Asaf Shapira & Oded Schwartz; Sonny Ben-Shimon & Yaniv Nahum. Notes: Leia Passoni, Reuben Sumner, Yoad

634 views • 53 slides

CS151 Complexity Theory

498 views • 49 slides

CS151 Complexity Theory

546 views • 43 slides

Monotone Drawings of Graphs

Monotone Drawings of Graphs. Patrizio Angelini, Enrico Colasante, Giuseppe Di Battista, Fabrizio Frati, and Maurizio Patrignani Roma Tre University, Italy. www.dia.uniroma3.it/~compunet. Thanks to Peter Eades. direction of monotonicity. Konstanz Univ. Bellavista Hotel.

430 views • 34 slides

Monotone Drawings of Graphs

Monotone Drawings of Graphs. Patrizio Angelini, Enrico Colasante, Giuseppe Di Battista, Fabrizio Frati, and Maurizio Patrignani Roma Tre University, Italy. www.dia.uniroma3.it/~compunet. Thanks to Peter Eades. direction of monotonicity. Konstanz Univ. Bellavista Hotel.

344 views • 34 slides

Configuration Management Version Control Systems

Configuration Management Version Control Systems. By Ryan Keown. Overview. History of Version Control Local Systems Centralized Systems Decentralized Systems Why use a Version Control System (VCS) Risks of not using Version Control Branching, Merging, and Conflicts Binary Files

433 views • 21 slides

Proclaiming Dictators and Juntas or Testing Boolean Formulae

307 views • 19 slides

RF01/RF02: LES sensitivity studies

RF01/RF02: LES sensitivity studies. Adrian Lock and Eoin Whelan. Starting point : RF01 intercomparison. Met Office LES was low down the RF01 LWP league table! And at the top for subgrid heat flux across the inversion. Starting point : RF01 intercomparison.

184 views • 18 slides

CMPS 3130/6130 Computational Geometry Spring 2015

CMPS 3130/6130 Computational Geometry Spring 2015. Triangulations and Guarding Art Galleries II Carola Wenk. Triangulating a Polygon. There is a simple O( n 2 ) time algorithm based on the proof of Theorem 1.

194 views • 17 slides

l-Monotone

P. l. l-Monotone. C onvex polygons are easy to triangul ate . Unfortunately the partition into convex parts is just as difficult as the triangulation. l-monotone.

319 views • 11 slides