'Efficiently computable' presentation slideshows

Quantum Computation

771 views • 49 slides

Introduction to Machine Learning

621 views • 48 slides

Mechanism Design

Mechanism Design. Ruta Mehta. Game design (not video games!) to achieve a desired goal, like fairness, social welfare maximization, etc. Widely Applicable. Lets Focus on Voting. Setting Candidates a, b and c Voters with preference order over {a, b, c} Select the majority choice

453 views • 35 slides

Randomized Algorithms CS648

Randomized Algorithms CS648. Lecture 6 Reviewing the last 3 lectures Application of Fingerprinting Techniques 1-dimensional Pattern matching Preparation for the next lecture. Randomized Algorithms discussed till now. Randomized algorithm for Approximate Median Randomized Quick Sort

476 views • 35 slides

465 views • 35 slides

6.853: Topics in Algorithmic Game Theory

414 views • 28 slides

Power-Aware real-time Scheduling: Models, Open Problems, & Practical considerations

Power-Aware real-time Scheduling: Models, Open Problems, & Practical considerations. Department of Computer Science Wayne State University. Nathan Fisher. Motivation: Temperature & Energy Management. Platform-Design-Time Techniques : Packaging : Fans, heat sinks, low-speed CPUs, etc.

416 views • 28 slides

Artificial Intelligence

Artificial Intelligence. Lecture 5 Uninformed Search. Overview. Searching for Solutions Uninformed Search BFS UCS DFS DLS IDS. Searching for Solutions. Tree Search Algorithms. Tree Search Example. Implementation: State vs. Nodes. and state. General Tree Search. Search Strategies.

827 views • 27 slides

Coin Flipping with Constant Bias Implies One-Way Functions

Coin Flipping with Constant Bias Implies One-Way Functions. Iftach Haitner and Eran Omri. TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A A A. Cryptography Implies One-Way Functions.

304 views • 23 slides

An Introduction to Pairing Based Cryptography

An Introduction to Pairing Based Cryptography. Dustin Moody October 31, 2008. BOO!. Definitions Let G 1 and G 2 be abelian groups, written additively. Let n be a prime number such that [ n ] P for all P in G 1 and G 2 .

420 views • 19 slides

Bounds on the Minimum Mosaic of Population Sequences Under Recombination

Bounds on the Minimum Mosaic of Population Sequences Under Recombination. Yufeng Wu Dept. of Computer Science and Engineering University of Connecticut, USA. Suffix. Prefix. Breakpoint. Recombination. Population sequences: binary

312 views • 18 slides