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Lattice-Based Cryptography

Lattice-Based Cryptography

Lattice-Based Cryptography. Lattice Problems. Worst-Case. Average-Case. Learning With Errors Problem (LWE). Small Integer Solution Problem (SIS). One-Way Functions Collision-Resistant Hash Functions Digital Signatures Identification Schemes (Minicrypt). Public Key Encryption

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928 views • 37 slides
Lattice-Based Cryptography

Lattice-Based Cryptography

Lattice-Based Cryptography. Lattice Problems. Worst-Case. Average-Case. Learning With Errors Problem (LWE). Small Integer Solution Problem (SIS). One-Way Functions Collision-Resistant Hash Functions Digital Signatures Identification Schemes (Minicrypt). Public Key Encryption

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505 views • 37 slides
The Final Frontier: Creating Effective Interfaces Between Acquisitions and Financial Systems

The Final Frontier: Creating Effective Interfaces Between Acquisitions and Financial Systems

The Final Frontier: Creating Effective Interfaces Between Acquisitions and Financial Systems. Patricia Smith Colorado State University June 16, 2002 American Library Association Atlanta, Georgia http://lib.colostate.edu/lts/frontier/. The Final Frontier. Where are we? Where are we

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241 views • 23 slides
Oracles for Distances Avoiding a Link-failure

Oracles for Distances Avoiding a Link-failure

Oracles for Distances Avoiding a Link-failure. (U. Rome La Sapienza). C. Demetrescu. V. Ramachandran (U. Texas Austin). R.A.Chowdhury (U. Texas Austin). M. Thorup (AT&T Research). what is the distance x ? y in G avoiding edge (u,v) ?. Query(x,y,u,v):. x. u. v. y. x. u. v. y.

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361 views • 22 slides

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