mathematical property

C20339 concept

A mathematical property is a characteristic or attribute of a mathematical object or structure that remains consistent under specified conditions or operations.

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Observed surface forms (10)

mathematical invariant ×4
topological space property ×4
mathematical condition ×3
duality principle ×2
mathematical norm ×1
property of complex systems ×1
property of derivatives ×1
property of functions ×1
property of the real number system ×1
symmetry relation ×1

Instances (19)

Church–Rosser property
Poincaré duality via concept surface "duality principle"
Archimedean property of real numbers
Onsager reciprocal relations via concept surface "symmetry relation"
Hasse invariant via concept surface "mathematical invariant"
Sommerfeld radiation condition via concept surface "mathematical condition"
Cauchy–Riemann equations via concept surface "mathematical condition"
Hausdorff via concept surface "topological space property"
surface form: Hausdorff space
Milnor number via concept surface "mathematical invariant"
near-decomposability via concept surface "property of complex systems"
Bombieri norm via concept surface "mathematical norm"
Lipschitz continuity condition via concept surface "mathematical condition"
Leibniz rule via concept surface "property of derivatives"
Krull–Gabriel dimension via concept surface "mathematical invariant"
Lefschetz duality via concept surface "duality principle"
Arf via concept surface "mathematical invariant"
surface form: Arf invariant
Scott continuity via concept surface "property of functions"
Tychonoff space via concept surface "topological space property"
Kolmogorov space (T0 space) via concept surface "topological space property"
surface form: Kolmogorov space