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Abstract structure

In mathematics and related fields, an abstract structure is a way of describing a set of mathematical objects and the relationships between them, focusing on the essential rules and properties rather than any specific meaning or example.

Examples
• A sorting algorithm is an abstract structure, but a recipe is not, because it depends on the properties and quantities of its ingredients. • A simple melody is an abstract structure, but an orchestration is not, because it depends on the properties of particular instruments. • Euclidean geometry is an abstract structure, but the theory of continental drift is not, because it depends on the geology of the Earth. • A formal language is an abstract structure, but a natural language is not, because its rules of grammar and syntax are open to debate and interpretation. == Notes ==
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