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2. Asymptotics and Improvements of Sieving for Codes

3. Smoothing Codes and Lattices: Systematic Study and New Bounds

4. Finding Short Integer Solutions When the Modulus Is Small

5. Does the Dual-Sieve Attack on Learning with Errors Even Work?

6. Hull Attacks on the Lattice Isomorphism Problem

7. Hawk: Module LIP Makes Lattice Signatures Fast, Compact and Simple

12. NTRU Fatigue: How Stretched is Overstretched?

13. Advanced Lattice Sieving on GPUs, with Tensor Cores

17. Random Self-reducibility of Ideal-SVP via Arakelov Random Walks

18. LWE with Side Information: Attacks and Concrete Security Estimation

19. Integral Matrix Gram Root and Lattice Gaussian Sampling Without Floats

20. On the Quantum Complexity of the Continuous Hidden Subgroup Problem

21. The Randomized Slicer for CVPP: Sharper, Faster, Smaller, Batchier

22. On the Shortness of Vectors to Be Found by the Ideal-SVP Quantum Algorithm

23. The General Sieve Kernel and New Records in Lattice Reduction

25. Large FHE Gates from Tensored Homomorphic Accumulator

26. Attacks on the AJPS Mersenne-Based Cryptosystem

27. Shortest Vector from Lattice Sieving: A Few Dimensions for Free

28. Hash Proof Systems over Lattices Revisited

29. Second Order Statistical Behavior of LLL and BKZ

30. Learning Strikes Again: The Case of the DRS Signature Scheme

31. On the Statistical Leak of the GGH13 Multilinear Map and Some Variants

33. Short Stickelberger Class Relations and Application to Ideal-SVP

40. A Subfield Lattice Attack on Overstretched NTRU Assumptions : Cryptanalysis of Some FHE and Graded Encoding Schemes

41. Recovering Short Generators of Principal Ideals in Cyclotomic Rings

42. Sanitization of FHE Ciphertexts

43. FHEW: Bootstrapping Homomorphic Encryption in Less Than a Second

46. Efficient Identity-Based Encryption over NTRU Lattices

47. Enhanced Lattice-Based Signatures on Reconfigurable Hardware

48. Improved Short Lattice Signatures in the Standard Model

49. Lattice Signatures and Bimodal Gaussians

50. Mildly Short Vectors in Cyclotomic Ideal Lattices in Quantum Polynomial Time.

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