Pursuing Fundamental Theory and Applied Technology of Cryptography That Is Secure in an Environment in Which Quantum Computers Are Widespread | NTT R&D Website
am particularly focusing on composition technology for zero-knowledge proofs. A zero-knowledge proof
https://www.rd.ntt/e/research/JN202408_28852.html
Research of Cryptographic Protocols for Secure Communications in the Quantum Computer Era | NTT R&D Website
for Secure Communications in the Quantum Computer Era post-quantum cryptography zero-knowledge proof
https://www.rd.ntt/e/research/JN202212_20406.html
Takashi Yamakawa | NTT R&D Website
, Quantum cryptography, Zero-knowledge proof, Quantum Information More Research Activity Related Contents
https://www.rd.ntt/e/organization/researcher/superior/s_040.html
Masayuki Abe | NTT R&D Website
Cryptography, Digital Signatures, Zero-Knowledge Proof Systems We aim to establish secure network society by
https://www.rd.ntt/e/organization/researcher/fellow/f_007.html
c_2_2.pdf
(Interactive) Zero-Knowledge Proof Systems in the Presence of Active Adversaries,” Computational and Symbolic
https://www.rd.ntt/cs/event/openhouse/2009/theme/c2/doc/c_2_2.pdf
Pursuing Research with the Attitude that “Fortune Is Unpredictable and Changeable” and Building Relationships to Inspire Each Other|NTT R&D Website
began the development of quasi-adaptive non-interactive zero-knowledge proof (QA-NIZK) systems. Through
https://www.rd.ntt/e/research/JN202105_13444.html
Dr.Tatsuaki Okamoto | NTT R&D Website
this page Publications - Books "Cryptography, Zero-Knowledge Proofs and Number Theory" (Kyoritsu
https://www.rd.ntt/e/organization/researcher/fellow/f_001.html
Dr.Tatsuaki Okamoto_Curriculum Vitae
Transactions, Vol. E79-A , No. 1, pp. 61-65 (1996). One-Time Zero-Knowledge Authentication and Untraceable Cash
https://www.rd.ntt/e/organization/researcher/fellow/achievements_okamoto.html
Development of Modern Cryptography and Research on Quantum Cryptography | NTT R&D Website
complex statements with a short proof, in the form of the Zero-Knowledge Succinct Non-interactive Argument
https://www.rd.ntt/e/research/JN202305_21851.html
岡本龍明_略歴・業績リスト
, No. 1, pp. 61-65 (1996). One-Time Zero-Knowledge Authentication and Untraceable Cash, (with K. Ohta
https://www.rd.ntt/organization/researcher/fellow/achievements_okamoto.html
岡本 龍明 | NTT R&D Website
. Shizuya), IEICE Transactions, Vol. E79-A , No. 1, pp. 61-65 (1996). One-Time Zero-Knowledge Authentication
https://www.rd.ntt/organization/researcher/fellow/f_001.html
ica2003_V2.dvi
knowledge no explicit proof of the theorem in its more general form has been pre- sented anywhere. Theorem 4
https://www.rd.ntt/cs/team_project/icl/signal/ica2003/cdrom/data/0115.pdf
First high-speed quantum-safe randomness generation with realistic devices|NTT Basic Research Laboratories | NTT R&D Website
information science, astrophysics, and material science. *10 ... A zero-knowledge proof A method by which one
https://www.rd.ntt/e/brl/latesttopics/2021/02/latest_topics_202102241509.html
0039.pdf
, the noise can be removed [1]. For the purpose of anal- ysis, the noise is assumed to be zero, that is
https://www.rd.ntt/cs/team_project/icl/signal/ica2003/cdrom/data/0039.pdf
0092.pdf
y = wT X + n (1) where n is gaussian noise with zero mean and variance E{nnT k } = σ2, is given by
https://www.rd.ntt/cs/team_project/icl/signal/ica2003/cdrom/data/0092.pdf
NTT CS研オープンハウス×未来想論2009 テーマ展示 論理×確率で安心・安全を極める ―フォーマルメソッドと暗号理論の融合―
of (Interactive) Zero-Knowledge Proof Systems in the Presence of Active Adversaries,” Computational
https://www.rd.ntt/cs/event/openhouse/2009/theme/c2/
Researchers Value Passion and Knowledge, and Seek to Solve Problems at Hand and Those That Have Remained Unsolved for Many Years | NTT R&D Website
introduced in connection with the theory of zero-knowledge proof used in cryptography provided one clue in
https://www.rd.ntt/e/research/JN202301_20578.html
Introduction of Evangelists | NTT Social Informatics Laboratories | NTT R&D Website
distribution. Has also conducted pioneering research on distributed verifier zero-knowledge proofs and other
https://www.rd.ntt/e/sil/overview/evangelist/
A Mathematical World Woven by Number Theory, Algebraic Geometry, and Representation Theory | NTT R&D Website
Fundamental Mathematics aims to enrich the “fountain of knowledge” that nourishes science and technology. In
https://www.rd.ntt/e/research/JN202407_27001.html
Updates | NTT R&D Website
Cryptography and Proof of Deletion Technologies 04/23/2026 Well-being Competency in Learning, Work, and
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