'Exponential time algorithms' diaporamas de présentation

Other Models of Computation

1.37k views • 72 slides

On the Compressibility of NP instances and Cryptographic Applications,

On the Compressibility of NP instances and Cryptographic Applications, . Danny Harnik. Moni Naor. Weizmann Institute of Science. Technion. Key Idea of Cryptography. Use the intractability of some problems for the advantage of constructing secure systems.

694 views • 50 slides

Partition Into Triangles on Bounded Degree Graphs

Partition Into Triangles on Bounded Degree Graphs. Johan M. M. van Rooij Marcel E. van Kooten Niekerk Hans L. Bodlaender. Problem Statement and Overview of Results. Partition Into Triangles Input : A graph G=(V,E). Question : Can V be partitioned into 3-element sets

453 views • 24 slides

Integrating Different Ideas Together

Integrating Different Ideas Together. Reading Materials: Ch 3.6 of [SG] Contents : Incrementing a Binary Counter How many subsets, Representation Printing All Subsets Problem Exponential Time Algorithms. Four seemingly unrelated problems.

345 views • 23 slides

Y.Tabata 1 , T.Kuroda 2 and K.Okamoto 2 1 Kyoto College of Medical Science

ICDVRAT2012. Development of a glove-type input device with the minimum number of sensors for Japanese finger spelling. Y.Tabata 1 , T.Kuroda 2 and K.Okamoto 2 1 Kyoto College of Medical Science 2 Kyoto University Hospital. Communication barrier of the hearing impaired.

280 views • 20 slides

Department of Computer and Information Science, School of Science, IUPUI

Department of Computer and Information Science, School of Science, IUPUI. CSCI 240. Analysis of Algorithms Big-Oh. Dale Roberts, Lecturer Computer Science, IUPUI E-mail: droberts@cs.iupui.edu. Asymptotic Analysis. Ignoring constants in T ( n ) Analyzing T ( n ) as n "gets large".

151 views • 15 slides

Longest Common Rigid Subsequence

Longest Common Rigid Subsequence. Bin Ma and Kaizhong Zhang Department of Computer Science University of Western Ontario Ontario, Canada. (Rigid) Subsequence. Subsequence: C OMBINATORIAL P ATTERN M ATCHING CPM Rigid Subsequence: 0123456789012345678901234567

404 views • 12 slides