integrability
Admits closed-form antiderivatives
Integrability is the property of being integrable—capable of having an integral computed.
In calculus, a function has integrability if it can be integrated over a given interval: The integrability of continuous functions is guaranteed by basic theorems.
In physics and dynamical systems, integrability describes systems that can be solved exactly, with enough conserved quantities to determine their motion completely.
Able to be gauged
- convergenceProcess of approaching sameness
- boundednessState of having limits
- absoluteTotal, without qualification
- measureUnit of quantity
Ability to be divided
Reverse of differentiation
- substitutionExchange of one for another
- primitiveIn earliest form
- areaExtent of surface
- volumeAmount of space filled
measurable
Able to be gauged
- convergenceProcess of approaching sameness
- boundednessState of having limits
- absoluteTotal, without qualification
measure · summable · improper · conditional
separability
Ability to be divided
antiderivative
Reverse of differentiation
- substitutionExchange of one for another
- primitiveIn earliest form
- areaExtent of surface
- foliationsleaves, transversals, plaque, laminations, saturation
- function propertiesdomain, range, continuity, derivative, limit
- math propertiescommutativity, reflexivity, transitivity, symmetry, closure
integrabilitydivergence
Separation from common origin
differentiability · unboundedness · singularity · discontinuity · differentiation
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