Field
interface Field<T> : Ring<T> , FieldOps<T> , ScaleOperations<T> , NumericAlgebra<T>
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Represents field i.e., algebraic structure with three operations: associative, commutative addition and multiplication, and division. This interface differs from the eponymous mathematical definition: fields in KMath also support associative multiplication by scalar.
Parameters
T
the type of element of this field.
Functions
binaryOperation
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binaryOperationFunction
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open override fun binaryOperationFunction(operation: String): (T, T) -> T
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bindSymbol
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bindSymbolOrNull
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leftSideNumberOperation
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open fun leftSideNumberOperation(operation: String, left: Number, right: T): T
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leftSideNumberOperationFunction
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open fun leftSideNumberOperationFunction(operation: String): (left: Number, T) -> T
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rightSideNumberOperation
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open fun rightSideNumberOperation(operation: String, left: T, right: Number): T
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rightSideNumberOperationFunction
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open fun rightSideNumberOperationFunction(operation: String): (T, right: Number) -> T
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times
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unaryMinus
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unaryOperation
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unaryOperationFunction
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Properties
Inheritors
FunctionalExpressionField
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MstField
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SimpleAutoDiffField
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FieldND
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BigIntField
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BufferField
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ExtendedField
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JBigDecimalFieldBase
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Extensions
Sources
common source
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