FOSD program cubes

In feature-oriented software development, feature-oriented software development program cubes (FOSD program cubes) are n-dimensional arrays of functions (program transformations) that represent n-dimensional product lines. ^[1]

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Table of Contents

1. 8 relations: Commutative diagram, Expression problem, Feature model, Feature-oriented programming, FOSD metamodels, OLAP cube, Software product line, Tensor.

2. Feature-oriented programming

Commutative diagram

The commutative diagram used in the proof of the five lemma In mathematics, and especially in category theory, a commutative diagram is a diagram such that all directed paths in the diagram with the same start and endpoints lead to the same result.

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Expression problem

The expression problem is a challenging problem in programming languages that concerns the extensibility and modularity of statically typed data abstractions.

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Feature model

In software development, a feature model is a compact representation of all the products of the Software Product Line (SPL) in terms of "features".

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Feature-oriented programming

In computer programming, feature-oriented programming (FOP) or feature-oriented software development (FOSD) is a programming paradigm for program generation in software product lines (SPLs) and for incremental development of programs.

See FOSD program cubes and Feature-oriented programming

FOSD metamodels

Feature-oriented software development (FOSD) is a general paradigm for software generation, where a model of a product line is a tuple of 0-ary and 1-ary functions (program transformations). FOSD program cubes and FOSD metamodels are feature-oriented programming.

See FOSD program cubes and FOSD metamodels

OLAP cube

An OLAP cube is a multi-dimensional array of data.

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Software product line

Software product lines (SPLs), or software product line development, refers to software engineering methods, tools and techniques for creating a collection of similar software systems from a shared set of software assets using a common means of production.

See FOSD program cubes and Software product line

Tensor

In mathematics, a tensor is an algebraic object that describes a multilinear relationship between sets of algebraic objects related to a vector space.

See FOSD program cubes and Tensor

See also

Feature-oriented programming

• FOSD metamodels
• FOSD program cubes
• Feature-oriented programming

References

[1] https://en.wikipedia.org/wiki/FOSD_program_cubes

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