Equivalent definitions of mathematical structures

In mathematics, equivalent definitions are used in two somewhat different ways. First, within a particular mathematical theory (for example, Euclidean geometry), a notion (for example, ellipse or minimal surface) may have more than one definition.

Source: Wikipedia — Equivalent definitions of mathematical structures (CC BY-SA 4.0)

Equivalent definitions of mathematical structures

In mathematics, equivalent definitions are used in two somewhat different ways. First, within a particular mathematical theory (for example, Euclidean geometry), a notion (for example, ellipse or minimal surface) may have more than one definition.

Source: Wikipedia "Equivalent definitions of mathematical structures" · CC BY-SA 4.0

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