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API STD 12R1: Installation, Operation, Maintenance, Inspection, and Repair of Tanks in Production Service

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285

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API Technical Report 2583 – Measurement of Produced Water for Custody Transfer

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API Bulletin 592 – Elements of a Fixed Equipment Mechanical Integrity (FE MI) Program

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API SPEC Q1: Addenda 2

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API TR 2583 : Measurement of Produced Water for Custody Transfer

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API TR 2581: Wet Gas Sampling

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API TR 2581 Wet Gas Sampling : Errata 1

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API 510: Pressure Vessel Inspection Code: In-service Inspection, Rating, Repair, and Alteration

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API SPEC 6AV1: Validation of Safety and Shutdown Valves for Sandy Service : Edition 4

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ISO 15946:2022

ISO 15946:2022 Information security – Cryptographic techniques based on elliptic curves – Part 5: Elliptic curve generation

CDN $273.00

SKU: f61b3f8df1c7 Category:

Description

The ISO/IEC 15946 series specifies public-key cryptographic techniques based on elliptic curves described in ISO/IEC 15946-1.

This document defines elliptic curve generation techniques useful for implementing the elliptic curve based mechanisms defined in ISO/IEC 29192‑4, ISO/IEC 9796‑3, ISO/IEC 11770‑3, ISO/IEC 14888‑3, ISO/IEC 18033‑2 and ISO/IEC 18033‑5.

This document is applicable to cryptographic techniques based on elliptic curves defined over finite fields of prime power order (including the special cases of prime order and characteristic two). This document is not applicable to the representation of elements of the underlying finite field (i.e. which basis is used).

Edition

3

Published Date

2022-02-28

Status

PUBLISHED

Pages

35

Language Detail Icon

English

Format Secure Icon

Secure PDF

Abstract

The ISO/IEC 15946 series specifies public-key cryptographic techniques based on elliptic curves described in ISO/IEC 15946-1.

This document defines elliptic curve generation techniques useful for implementing the elliptic curve based mechanisms defined in ISO/IEC 29192‑4, ISO/IEC 9796‑3, ISO/IEC 11770‑3, ISO/IEC 14888‑3, ISO/IEC 18033‑2 and ISO/IEC 18033‑5.

This document is applicable to cryptographic techniques based on elliptic curves defined over finite fields of prime power order (including the special cases of prime order and characteristic two). This document is not applicable to the representation of elements of the underlying finite field (i.e. which basis is used).

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