Lattice Reduction with Approximate Enumeration Oracles: Practical Algorithms and Concrete Perfo...
Lattice Reduction with Approximate Enumeration Oracles: Practical Algorithms and Concrete Perfo...
|
Yükleniyor...
 Hızlı erişim için Tubidy'yi favorilerinize ekleyin.
Lütfen bekleyiniz...
Type
Size

 İlgili Videolar

Lattice Reduction with Approximate Enumeration Oracles: Practical Algorithms and Concrete Perfo...

Lattice Reduction with Approximate Enumeration Oracles: Practical Algorithms and Concrete Perfo...

|
Lattice Reduction for Modules, or How to Reduce ModuleSVP to ModuleSVP

Lattice Reduction for Modules, or How to Reduce ModuleSVP to ModuleSVP

|
Algorithms for Lattice Problems, in Practice

Algorithms for Lattice Problems, in Practice

|
Faster Enumeration-based Lattice Reduction: Root Hermite Factor k^(1/(2k)) in Time k^(k/8 + o(k...

Faster Enumeration-based Lattice Reduction: Root Hermite Factor k^(1/(2k)) in Time k^(k/8 + o(k...

|
Analyzing Blockwise Lattice Algorithms using Dynamical Systems

Analyzing Blockwise Lattice Algorithms using Dynamical Systems

|
017 Estimating the difficulty of breaking lattice-based cryptography w/ Martin Albrecht

017 Estimating the difficulty of breaking lattice-based cryptography w/ Martin Albrecht

|
Random Sampling Revisited Lattice Enumeration with Discrete Pruning

Random Sampling Revisited Lattice Enumeration with Discrete Pruning

|
Slide Reduction, Revisited—Filling the Gaps in SVP Approximation

Slide Reduction, Revisited—Filling the Gaps in SVP Approximation

|
On the Success Probability of Solving Unique SVP via BKZ

On the Success Probability of Solving Unique SVP via BKZ

|
Lattice Enumeration Talk

Lattice Enumeration Talk

|
ICICS 2022: BS: Blockwise Sieve Algorithm for Finding Short Vectors from Sublattices

ICICS 2022: BS: Blockwise Sieve Algorithm for Finding Short Vectors from Sublattices

|
Towards faster polynomial-time lattice reduction

Towards faster polynomial-time lattice reduction

|
Feb 18, 2022: Robert Donley: Lattice path enumeration for semi-magic squares by Latin rectangles

Feb 18, 2022: Robert Donley: Lattice path enumeration for semi-magic squares by Latin rectangles

|
On the Concrete Security of LWE with Small Secret

On the Concrete Security of LWE with Small Secret

|
s-12: Lattice Cryptanalysis

s-12: Lattice Cryptanalysis

|
New enumeration algorithm on lattice combinatorics

New enumeration algorithm on lattice combinatorics

|
Analysis of LLL algorithm

Analysis of LLL algorithm

|
Unimodal Polynomials and Lattice Walk Enumeration with Experimental Mathematics part2

Unimodal Polynomials and Lattice Walk Enumeration with Experimental Mathematics part2

|
CUNYRT 11/12/2021: Robert W. Donley, Jr. (CUNY)

CUNYRT 11/12/2021: Robert W. Donley, Jr. (CUNY)

|
A 2^{n/2}-Time Algorithm for \sqrt{n}-SVP and \sqrt{n}-Hermite SVP, and an Improved Time-Approx...

A 2^{n/2}-Time Algorithm for \sqrt{n}-SVP and \sqrt{n}-Hermite SVP, and an Improved Time-Approx...

|
Copyright. All rights reserved © 2025
Rosebank, Johannesburg, South Africa

Favorilere Ekle