From the Discrete to the Continuous, and Back... Philippe Flajolet INRIA, France

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Date: 2008-06-26 00:35:50 Mathematical analysis Search algorithms Hash function Philippe Flajolet Lagrange inversion theorem Generating function Stirling numbers and exponential generating functions Mathematics Combinatorics Analytic combinatorics		From the Discrete to the Continuous, and Back... Philippe Flajolet INRIA, France Add to Reading List Source URL: algo.inria.fr Download Document from Source Website File Size: 3,68 MB Share Document on Facebook

	Time-memory Trade-offs for Near-collisions Ga¨etan Leurent UCL Crypto Group Abstract. In this work we consider generic algorithms to find nearcollisions for a hash function. If we consider o DocID: 1xTVd - View Document
	The Usage of Counter Revisited: Second-Preimage Attack on New Russian Standardized Hash Function Jian Guo1 , J´er´emy Jean1 , Ga¨etan Leurent2 , Thomas Peyrin1 , and Lei Wang1 1 DocID: 1xT7a - View Document
	The Skein Hash Function Family Version 1.3 — 1 Oct 2010 Niels Ferguson Stefan Lucks Bruce Schneier DocID: 1tn3m - View Document
	On the design and cryptanalysis of a one-way hash Carl Ellison Victor Miller Eran Tromer Rebecca Wright In this paper we describe a novel one-way hash function that is compliant with the NIST hash function competition dr DocID: 1t9VA - View Document
	Appears in Fast Software Encryption(FSE 2004), Lecture Notes in Computer Science, Vol. ????, Springer-Verlag. This is the full version. Cryptographic Hash-Function Basics: Definitions, Implications, and Separations for P DocID: 1rEjw - View Document