'Constant degree' presentation slideshows

Class 7: Evolving Network Models

908 views • 69 slides

Randomness Conductors and Constant-Degree Expansion beyond the Degree / 2 Barrier

Randomness Conductors and Constant-Degree Expansion beyond the Degree / 2 Barrier. Salil Vadhan - Harvard University Michael Capalbo - DIMACS Omer Reingold - Weizmann Avi Wigderson - IAS. Slides by Guy Fridland. Outline. Introduction & Overview Randomness conductors

818 views • 50 slides

The Complexity of Pebbling Graphs and Spam Fighting

The Complexity of Pebbling Graphs and Spam Fighting. Moni Naor WEIZMANN INSTITUTE OF SCIENCE. Based on:. Cynthia Dwork, Andrew Goldberg, N: On Memory-Bound Functions for Fighting Spam . Cynthia Dwork, N, Hoeteck Wee: Pebbling and Proofs of Work. Principal techniques for spam-fighting.

552 views • 38 slides

Undirected ST-Connectivity in Log-Space

Undirected ST-Connectivity in Log-Space. By Omer Reingold (Weizmann Institute) Year 2004 Presented by Maor Mishkin. s. t. ST-Connectivity Problem. Given an Undirected Graph and given two Vertices in the Graph, s and t ,

428 views • 36 slides

lidong.wu@utdallas

306 views • 30 slides

474 views • 23 slides

Constant Degree, Lossless Expanders

Constant Degree, Lossless Expanders. Omer Reingold AT&T. joint work with Michael Capalbo (IAS), Salil Vadhan (Harvard), and Avi Wigderson (Hebrew U., IAS). N. N. | ? ( S )| > A | S |. ? S, |S| ? K. D. Expander Graphs (Balanced Case).

211 views • 21 slides

Constant Degree, Lossless Expanders

Constant Degree, Lossless Expanders. Omer Reingold AT&T. joint work with Michael Capalbo (IAS), Salil Vadhan (Harvard), and Avi Wigderson (Hebrew U., IAS). N. N. | ? ( S )| > A | S |. ? S, |S| ? K. D. Expander Graphs (Balanced Case).

238 views • 21 slides