Class CubicInterpolationImpl

Hierarchy

CoefficientHolderInterpolationtemplateImpl
- CubicInterpolationImpl

Implements

Index

Constructors

constructor

Properties

Methods

Constructors

constructor

new CubicInterpolationImpl(x: Real[], xBegin: Size, xEnd: Size, y: Real[], yBegin: Size, da: DerivativeApprox, monotonic: boolean, leftCondition: BoundaryCondition, leftConditionValue: Real, rightCondition: BoundaryCondition, rightConditionValue: Real): CubicInterpolationImpl

- Defined in ql/math/interpolations/cubicinterpolation.ts:306
Parameters
- x: Real[]
- xBegin: Size
- xEnd: Size
- y: Real[]
- yBegin: Size
- da: DerivativeApprox
- monotonic: boolean
- leftCondition: BoundaryCondition
- leftConditionValue: Real
- rightCondition: BoundaryCondition
- rightConditionValue: Real
Returns CubicInterpolationImpl

Properties

Private _L

_L: TridiagonalOperator

Private _S

_S: Real[]

_a

_a: Real[]

_b

_b: Real[]

_c

_c: Real[]

Private _da

_da: DerivativeApprox

Private _dx

_dx: Real[]

Private _leftType

_leftType: BoundaryCondition

Private _leftValue

_leftValue: Real

Private _monotonic

_monotonic: boolean

_monotonicityAdjustments

_monotonicityAdjustments: boolean[]

_n

_n: Size

_primitiveConst

_primitiveConst: Real[]

Private _rightType

_rightType: BoundaryCondition

Private _rightValue

_rightValue: Real

Private _tmp

_tmp: Real[]

_x

_x: Real[]

_xBegin

_xBegin: Size

_xEnd

_xEnd: Size

_y

_y: Real[]

_yBegin

_yBegin: Size

init

init: (n: Size) => CoefficientHolder

Type declaration

- (n: Size): CoefficientHolder
- Parameters
  - n: Size
  Returns CoefficientHolder

isInRange

isInRange: (x: Real) => boolean

Type declaration

- (x: Real): boolean
- Parameters
  - x: Real
  Returns boolean

locate

locate: (x: Real) => Size

Type declaration

- (x: Real): Size
- Parameters
  - x: Real
  Returns Size

tiInit

tiInit: (x: Real[], xBegin: Size, xEnd: Size, y: Real[], yBegin: Size, requiredPoints?: Integer) => templateImpl

Type declaration

- (x: Real[], xBegin: Size, xEnd: Size, y: Real[], yBegin: Size, requiredPoints?: Integer): templateImpl
- Parameters
  - x: Real[]
  - xBegin: Size
  - xEnd: Size
  - y: Real[]
  - yBegin: Size
  - Optional requiredPoints: Integer
  Returns templateImpl

value2

value2: (y: Real[], x: Real) => Real

Type declaration

- (y: Real[], x: Real): Real
- Parameters
  - y: Real[]
  - x: Real
  Returns Real

xMax

xMax: () => Real

Type declaration

- (): Real
- Returns Real

xMin

xMin: () => Real

Type declaration

- (): Real
- Returns Real

xValues

xValues: () => Real[]

Type declaration

- (): Real[]
- Returns Real[]

yValues

yValues: () => Real[]

Type declaration

- (): Real[]
- Returns Real[]

Methods

Private cubicInterpolatingPolynomialDerivative

cubicInterpolatingPolynomialDerivative(a: Real, b: Real, c: Real, d: Real, u: Real, v: Real, w: Real, z: Real, x: Real): Real

- Defined in ql/math/interpolations/cubicinterpolation.ts:863
Parameters
- a: Real
- b: Real
- c: Real
- d: Real
- u: Real
- v: Real
- w: Real
- z: Real
- x: Real
Returns Real

derivative

derivative(x: Real): Real

Overrides CoefficientHolderInterpolationtemplateImpl.derivative
- Defined in ql/math/interpolations/cubicinterpolation.ts:851
Parameters
- x: Real
Returns Real

primitive

primitive(x: Real): Real

Overrides CoefficientHolderInterpolationtemplateImpl.primitive
- Defined in ql/math/interpolations/cubicinterpolation.ts:840
Parameters
- x: Real
Returns Real

secondDerivative

secondDerivative(x: Real): Real

Overrides CoefficientHolderInterpolationtemplateImpl.secondDerivative
- Defined in ql/math/interpolations/cubicinterpolation.ts:857
Parameters
- x: Real
Returns Real

update

update(): void

Overrides CoefficientHolderInterpolationtemplateImpl.update
- Defined in ql/math/interpolations/cubicinterpolation.ts:339
Returns void

value1

value1(x: Real): Real

Overrides CoefficientHolderInterpolationtemplateImpl.value1
- Defined in ql/math/interpolations/cubicinterpolation.ts:833
Parameters
- x: Real
Returns Real