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- Indefinite_sum abstract "In mathematics the indefinite sum operator (also known as the antidifference operator), denoted by or , is the linear operator, inverse of the forward difference operator . It relates to the forward difference operator as the indefinite integral relates to the derivative. ThusMore explicitly, if , thenIf F(x) is a solution of this functional equation for a given f(x), then so is F(x)+C(x) for any periodic function C(x) with period 1. Therefore each indefinite sum actually represents a family of functions. However the solution equal to its Newton series expansion is unique up to an additive constant C.".
- Indefinite_sum wikiPageExternalLink 0502109.
- Indefinite_sum wikiPageExternalLink HowToAdd.pdf.
- Indefinite_sum wikiPageExternalLink kj0jx24240756457.
- Indefinite_sum wikiPageID "22203596".
- Indefinite_sum wikiPageRevisionID "601323033".
- Indefinite_sum hasPhotoCollection Indefinite_sum.
- Indefinite_sum subject Category:Finite_differences.
- Indefinite_sum subject Category:Linear_operators_in_calculus.
- Indefinite_sum subject Category:Mathematical_analysis.
- Indefinite_sum subject Category:Mathematical_tables.
- Indefinite_sum type Abstraction100002137.
- Indefinite_sum type Arrangement107938773.
- Indefinite_sum type Array107939382.
- Indefinite_sum type Attribute100024264.
- Indefinite_sum type Difference104748836.
- Indefinite_sum type FiniteDifferences.
- Indefinite_sum type Function113783816.
- Indefinite_sum type Group100031264.
- Indefinite_sum type LinearOperator113786595.
- Indefinite_sum type LinearOperatorsInCalculus.
- Indefinite_sum type MathematicalRelation113783581.
- Indefinite_sum type MathematicalTables.
- Indefinite_sum type Operator113786413.
- Indefinite_sum type Quality104723816.
- Indefinite_sum type Relation100031921.
- Indefinite_sum type Table108266235.
- Indefinite_sum comment "In mathematics the indefinite sum operator (also known as the antidifference operator), denoted by or , is the linear operator, inverse of the forward difference operator . It relates to the forward difference operator as the indefinite integral relates to the derivative. ThusMore explicitly, if , thenIf F(x) is a solution of this functional equation for a given f(x), then so is F(x)+C(x) for any periodic function C(x) with period 1.".
- Indefinite_sum label "Indefinite sum".
- Indefinite_sum sameAs m.05q8f__.
- Indefinite_sum sameAs Q6015812.
- Indefinite_sum sameAs Q6015812.
- Indefinite_sum sameAs Indefinite_sum.
- Indefinite_sum wasDerivedFrom Indefinite_sum?oldid=601323033.
- Indefinite_sum isPrimaryTopicOf Indefinite_sum.