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Cp cp - PowerPoint PPT Presentation

Summary

Summary

Summary. 1. Some history 2. Antiparticles 3. Standard Model of Particles (SM ) Discrete symmetries, CP violation, Connection with Cosmology Fermionic mass generation mechanism, 4. Why do we think that the SM is not the final word ? 5. How do we produce particles?

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643 views • 51 slides
Challenges and Successes in MRNet

Challenges and Successes in MRNet

Challenges and Successes in MRNet. Matthew LeGendre & Madhavi Krishnan. MRNet Refresher. Packet Filter. CP. Tree of Communication Processes. CP. CP. CP. CP. CP. CP. CP. CP. FE. FE. Front-end. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE. BE.

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419 views • 32 slides
B s and ? b Lifetimes and BRs at the Tevatron

B s and ? b Lifetimes and BRs at the Tevatron

B s and ? b Lifetimes and BRs at the Tevatron. Satyajit Behari (For the CDF Collab.) Johns Hopkins Univ., Baltimore,USA. 25 th September 2006 Beauty 2006, University of Oxford, UK. Contents. Introduction Lifetime Measurements Motivation

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299 views • 24 slides
Cryptography I

Cryptography I

Cryptography I. Lecture 3 Dimitrios Delivasilis Department of Information and Communication Systems Engineering University of Aegean. Some modular arithmetic. When we write r = (x mod m)

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224 views • 14 slides
Bell Ringer

Bell Ringer

Bell Ringer. Dilations. Dilation. a. b. SOLUTION. a. The dilation is an enlargement because the image ( ? P'Q'R' ) is larger than the original figure ( ? PQR ). b. The dilation is a reduction because the image ( ? X'Y'Z' ) is smaller than the original figure ( ? XYZ ). Example 1.

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271 views • 12 slides
EXPLOITING SYMMETRY IN TIME-DOMAIN EQUALIZERS

EXPLOITING SYMMETRY IN TIME-DOMAIN EQUALIZERS

EXPLOITING SYMMETRY IN TIME-DOMAIN EQUALIZERS. M. Ding and B. L. Evans The University of Texas at Austin Dept. of Electrical and Computer Engineering Austin, TX 78712-1084 USA {ming,bevans}@ece.utexas.edu. R. K. Martin and C. R. Johnson, Jr. Cornell University School of Electrical and

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220 views • 9 slides

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