What is ISO/IEC 10967-2:2017 ?

Title: What is ISO-IEC 10967-2:2017?

ISO-IEC 10967-2:2017 is an international standard that specifies the syntax and semantics of a programming language called "Language Independent Arithmetic" (LIA). This standard provides a common set of numerical data types and operations across different programming environments, enabling portability and reusability of numerical software across diverse computing platforms and programming languages.

The primary purpose of ISO-IEC 10967-2:2017 is to enable interoperability between systems and reduce the cost and effort required for software development and maintenance. To achieve this, the standard defines a standardized programming language for arithmetic computations, which can be used to write mathematical equations and perform arithmetic operations in a consistent and harmonious manner.

Key Aspects of ISO-IEC 10967-2:2017

ISO-IEC 10967-2:2017 defines a programming language that is independent of any specific computing platform or programming language. It allows programmers to write mathematical equations and perform arithmetic operations in a consistent and harmonious manner. The standard provides a common set of numerical data types and operations, which makes it easier for programmers to write and understand mathematical equations.

ISO-IEC 10967-2:2017 also defines a set of rules and conventions for the syntax and semantics of the programming language. These rules ensure that the language is easy to read, understand, and maintain. The standard also provides a set of test cases to ensure that the programming language meets the defined requirements.

Conclusion

In conclusion, ISO-IEC 10967-2:2017 is an international standard that defines the syntax and semantics of a programming language called "Language Independent Arithmetic" (LIA). The standard provides a common set of numerical data types and operations across different programming environments, enabling portability and reusability of numerical software across diverse computing platforms and programming languages. By defining a standardized programming language for arithmetic computations, it facilitates interoperability between systems and reduces the cost and effort required for software development and maintenance.