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Papers (44)
# | Title | |
1. | Pairing-Friendly Elliptic Curves of Prime Order Paulo S. L. M. Barreto and Michael Naehrig. 2005. | |
2. | High-Speed Software Implementation of the Optimal Ate Pairing over Barreto-Naehrig Curves Jean-Luc Beuchat and Jorge Enrique González Díaz and Shigeo Mitsunari and Eiji Okamoto and Francisco Rodríguez-Henríquez and Tadanori Teruya. 2010. | |
3. | Extended Tower Number Field Sieve: A New Complexity for the Medium Prime Case Taechan Kim and Razvan Barbulescu. 2015. | |
4. | Deterministic usage of the digital signature algorithm (DSA) and elliptic curve digital signature algorithm (ECDSA) Pornin, Thomas. 2013. | |
5. | Verifiable Delay Functions from Supersingular Isogenies and Pairings Luca De Feo and Simon Masson and Christophe Petit and Antonio Sanso. 2019. | |
6. | Implementing Pairings at the 192-bit Security Level Diego F. Aranha and Laura Fuentes-Castañeda and Edward Knapp and Alfred Menezes and Francisco Rodríguez-Henríquez. 2012. | |
7. | UC Non-Interactive, Proactive, Threshold ECDSA with Identifiable Aborts Canetti, Ran and Gennaro, Rosario and Goldfeder, Steven and Makriyannis, Nikolaos and Peled, Udi. 2020. | |
8. | MuSig2: Simple Two-Round Schnorr Multi-Signatures Jonas Nick and Tim Ruffing and Yannick Seurin. 2020. | |
9. | LadderLeak: Breaking ECDSA With Less Than One Bit Of Nonce Leakage Diego F. Aranha and Felipe Rodrigues Novaes and Akira Takahashi and Mehdi Tibouchi and Yuval Yarom. 2020. | |
10. | Fast and simple constant-time hashing to the BLS12-381 elliptic curve Wahby, Riad S and Boneh, Dan. 2019. | |
11. | Decaf: Eliminating cofactors through point compression Hamburg, Mike. 2015. | |
12. | Indifferentiable hashing to Barreto--Naehrig curves Fouque, Pierre-Alain and Tibouchi, Mehdi. 2012. | |
13. | Delay Encryption Jeffrey Burdges and Luca De Feo. 2020. | |
14. | The Provable Security of Ed25519: Theory and Practice Brendel, Jacqueline and Cremers, Cas and Jackson, Dennis and Zhao, Mang. 2020. | |
15. | Verifiable Timed Signatures Made Practical Thyagarajan, Sri Aravinda Krishnan and Bhat, Adithya and Malavolta, Giulio and D\"ottling, Nico and Kate, Aniket and Schr\"oder, Dominique. 2020. | |
16. | Optimized and secure pairing-friendly elliptic curves suitable for one layer proof composition Youssef El Housni and Aurore Guillevic. 2020. | |
17. | A Survey of ECDSA Threshold Signing Jean-Philippe Aumasson and Adrian Hamelink and Omer Shlomovits. 2020. | |
18. | VERI-ZEXE: Decentralized private computation with universal setup Xiong, Alex Luoyuan and Chen, Binyi and Zhang, Zhenfei and B\"unz, Benedikt and Fisch, Ben and Krell, Fernando and Camacho, Philippe. 2022. | |
19. | A survey of elliptic curves for proof systems Aranha, Diego F and El Housni, Youssef and Guillevic, Aurore. 2022. | |
20. | Taming the many EdDSAs Konstantinos Chalkias and François Garillot and Valeria Nikolaenko. 2020. | |
21. | Thresholdizing HashEdDSA: MPC to the rescue Bonte, Charlotte and Smart, Nigel P and Tanguy, Titouan. 2021. | |
22. | Families of SNARK-friendly 2-chains of elliptic curves El Housni, Youssef and Guillevic, Aurore. 2021. | |
23. | LOVE a pairing Diego F. Aranha and Elena Pagnin and Francisco Rodríguez-Henríquez. 2021. | |
24. | Non-interactive half-aggregation of EdDSA and variants of Schnorr signatures Konstantinos Chalkias and Francois Garillot and Yashvanth Kondi and Valeria Nikolaenko. 2021. | |
25. | On the security of ECDSA with additive key derivation and presignatures Jens Groth and Victor Shoup. 2021. | |
26. | Bandersnatch: a fast elliptic curve built over the BLS12-381 scalar field Simon Masson and Antonio Sanso and Zhenfei Zhang. 2021. | |
27. | Efficient and Universally Composable Single Secret Leader Election from Pairings Dario Catalano and Dario Fiore and Emanuele Giunta. 2021. | |
28. | Efficient Verification of Optimized Code: Correct High-speed Curve25519 Schoolderman, Marc and Moerman, Jonathan and Smetsers, Sjaak and van Eekelen, Marko. 2020. | |
29. | Efficient Verification of Optimized Code: Correct High-speed X25519 Marc Schoolderman and Jonathan Moerman and Sjaak Smetsers and Marko van Eekelen. 2021. | |
30. | Efficient Isogeny Proofs Using Generic Techniques Kelong Cong and Yi-Fu Lai and Shai Levin. 2023. | |
31. | Impossibility on the Schnorr Signature from the One-more DL Assumption in the Non-programmable Random Oracle Model Masayuki Fukumitsu and Shingo Hasegawa. 2020. | |
32. | Efficient Algorithms for Large Prime Characteristic Fields and Their Application to Bilinear Pairings and Supersingular Isogeny-Based Protocols Patrick Longa. 2022. | |
33. | $\mu$Cash: Transparent Anonymous Transactions Liam Eagen. 2022. | |
34. | Elliptic Curve Fast Fourier Transform (ECFFT) Part I: Low-degree Extension in Time O (n log n) over all Finite Fields Ben-Sasson, Eli and Carmon, Dan and Kopparty, Swastik and Levit, David. 2023. | |
35. | Revisiting the Nova Proof System on a Cycle of Curves Wilson Nguyen and Dan Boneh and Srinath Setty. 2023. | |
36. | The Arithmetic of Pairing-Based Proof Systems El Housni, Youssef. 2022. | |
37. | Attacking (EC)DSA With Partially Known Multiples of Nonces Marios Adamoudis and Konstantinos A. Draziotis and Dimitrios Poulakis. 2021. | |
38. | Revisiting cycles of pairing-friendly elliptic curves Marta Bellés-Muñoz and Jorge Jiménez Urroz and Javier Silva. 2022. | |
39. | Constructive and computational aspects of cryptographic pairings Naehrig, Michael. 2009. | |
40. | Guessing Bits: Improved Lattice Attacks on (EC)DSA Chao Sun and Thomas Espitau and Mehdi Tibouchi and Masayuki Abe. 2021. | |
41. | CycloneNTT: An NTT/FFT Architecture Using Quasi-Streaming of Large Datasets on DDR- and HBM-based FPGA Platforms Kaveh Aasaraai and Emanuele Cesena and Rahul Maganti and Nicolas Stalder and Javier Varela and Kevin Bowers. 2022. | |
42. | EdMSM: Multi-Scalar-Multiplication for recursive SNARKs and more Youssef EL Housni and Gautam Botrel. 2022. | |
43. | Speeding up elliptic computations for Ethereum Account Abstraction Renaud Dubois. 2023. | |
44. | Limits in the Provable Security of ECDSA Signatures Dominik Hartmann and Eike Kiltz. 2023. |
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