Parts of this work previously appeared at ACM CCSBN06] and CT-RSABN07]. This is the full version. New Multi-Signature Schemes and a General Forking Lemma Mihir Bellare1

Source URL: soc1024.ece.illinois.edu

• Cryptography
• Public-key cryptography
• Post-quantum cryptography
• Digital signature
• Hash-based cryptography
• Forking lemma
• Blind signature
• Schnorr signature
• Key
• Ring signature
• RSA
• Group signature

A MOVING LEMMA, AFTER GABBER, LIU, LORENZINI by Jean-Baptiste Teyssier Introduction This text is a written version of a talk given for the Winter research seminar Chow

Source URL: jbteyssier.com

• Algebra
• Abstract algebra
• Mathematics
• Algebraic geometry
• Divisor
• Spectrum of a ring
• Proper morphism
• Finite morphism
• Sheaf
• Scheme
• Morphism of algebraic varieties
• Flat morphism

The Cost of Fairness in Binary Classification Supplementary material for “The Cost of Fairness in Binary Classification” Appendix A. Proofs of results in main body Proof [Proof of Lemma 1] By definition,

Source URL: proceedings.mlr.press

Derandomizing Isolation Lemma for K3,3-free and K5-free Bipartite Graphs Rahul Arora, Ashu Gupta, Rohit Gurjar∗, and Raghunath Tewari Indian Institute of Technology Kanpur {arorar, ashug, rgurjar, rtewari}@iitk.ac.in A

Source URL: www.cse.iitk.ac.in

Introduction: MAXCUT Relaxation Key Lemma

Source URL: users.cms.caltech.edu

Optimizing Non-decomposable Performance Measures: A Tale of Two Classes A. Proof of Lemma 3 Lemma 3. The stability parameter of a performance measure Ψ(·) can be written as δ() ≤ LΨ ·  iff its sufficient dual r

Source URL: proceedings.mlr.press

Detailed Proof of Lemmas and Theorems 1 Proof of Lemma 2

Source URL: www.ee.cityu.edu.hk

Das Lemma von Zorn Stefan Ku ¨ hnlein, Karlsruhe im September 2011 Das Lemma von Zorn ist einer der S¨atze, die h¨aufig benutzt, aber selten in Vorlesungen bewiesen werden. Da dies in meiner Algebra Vorlesung nicht vi

Source URL: www.math.kit.edu

POLYNOMIALLY BOUNDED C0 -SEMIGROUPS: ERRATUM TATJANA EISNER To the author’s regret, there is a small mistake in Lemma 2.2 in [1]. The following correction makes the argument correct. Replace “Assume that for some a >

Source URL: www.math.uni-leipzig.de

Distrib. Comput:261–280 DOIs00446Distributed algorithms for the Lovász local lemma and graph coloring Kai-Min Chung1 · Seth Pettie2 · Hsin-Hao Su3

Source URL: web.eecs.umich.edu