'Main lemma' diaporamas de présentation

Mazm-Orlicz Theorem

Mazm-Orlicz Theorem. Linearly open. Lemma 1. Proof of Lemma 1 p.1. Proof of Lemma 1 p.2. Remark. Proof of Remark p.1. Corollary To Lemma 1. Proof of Corollary. Convex cone. Define P. ?. Proof of ? P.1. Proof of ? P.2. Lemma 2( ????? ). Proof of Lemma 2 P.1.

487 views • 35 slides

Several Graph Layout Problems for Grids

Several Graph Layout Problems for Grids. Vladimir Lipets Ben-Gurion University of the Negev Advisors: Prof. Daniel Berend Prof. Ephraim Korach. Graph layout problems. A large number of theoretical and practical problems in various areas may be formulated as graph layout problems.

431 views • 35 slides

Several Graph Layout Problems for Grids

Several Graph Layout Problems for Grids. Vladimir Lipets Ben-Gurion University of the Negev Advisors: Prof. Daniel Berend Prof. Ephraim Korach. Graph layout problems. A large number of theoretical and practical problems in various areas may be formulated as graph layout problems.

353 views • 35 slides

MIV Dependences

377 views • 25 slides

On the Composition of Public-Coin Zero-Knowledge Protocols

373 views • 22 slides

Optimal Space Lower Bounds for All Frequency Moments

295 views • 22 slides

Approximating Edit Distance in Near-Linear Time

Approximating Edit Distance in Near-Linear Time. Alexandr Andoni (MIT) Joint work with Krzysztof Onak (MIT). Edit Distance. For two strings x,y ? ? n ed(x,y) = minimum number of edit operations to transform x into y Edit operations = insertion/deletion/substitution

381 views • 18 slides