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MQV / Key-agreement protocol / Diffie–Hellman key exchange / Perfect forward secrecy / Digital signature / Diffie–Hellman problem / Whitfield Diffie / Cryptography / Cryptographic protocols / Public-key cryptography


Cryptographic Schemes based on Elliptic Curve Pairings Sattam S. Al-Riyami Thesis submitted to the University of London for the degree of Doctor of Philosophy
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Document Date: 2004-06-16 10:55:54

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File Size: 1,34 MB

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City

Identifier / Including / Pass Pairing / Excluding / Pairing / /

Company

MTI / /

Facility

University of London / /

Holiday

Assumption / /

IndustryTerm

tripartite key agreement protocol / agreement protocols / round protocol / public key cryptographic systems / round tripartite key agreement protocols / tripartite protocol / agreement protocol / /

Organization

Diffie-Hellman / Department of Mathematics / Philosophy Information Security Group Department of Mathematics Royal Holloway / Two / University of London / /

Person

Andreas Pashalidis / Kenny Paterson / Priya Gopalan / Jane Klemen / Chris Mitchell / Caroline Kudla / Set Up / Simos Xenitellis / Paula Valenca / Alex Dent / Geraint Price / Kenneth G. Paterson / /

Position

General / /

ProvinceOrState

Pennsylvania / /

Technology

encryption / Cryptography / TAK Protocols / 9.7 Tripartite Protocols / 3.3 Cryptographic Key Agreement Protocols / The Diffie-Hellman protocol / three party Diffie-Hellman protocol / Public Key / Six Pass Pairing-Based AKC Protocol / key agreement protocol / 5.2 Certificateless Public Key Encryption / tripartite protocol / Off-line TAK protocol / one round tripartite key agreement protocols / private key / key agreement protocols / AKC Protocols / previous three-party key agreement protocol / one round protocol / tripartite key agreement protocol / Tripartite AKC Protocols / TAKC protocol / Diffie-Hellman Protocol / /

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