Extreme Optimization™: Complexity made simple.

Numerical Components
for .NET

  • Home
  • Features
    • Math Library
    • Vector and Matrix Library
    • Statistics Library
    • Performance
    • Usability
  • Documentation
    • Introduction
    • Math Library User's Guide
    • Vector and Matrix Library User's Guide
    • Statistics Library User's Guide
    • Reference
  • Resources
    • Downloads
    • QuickStart Samples
    • Sample Applications
    • Frequently Asked Questions
    • Technical Support
  • Blog
  • Order
  • Company
    • About us
    • Testimonials
    • Customers
    • Press Releases
    • Careers
    • Contact us
Introduction
Deployment Guide
Using Parallelism
Expand Mathematics Library User's GuideMathematics Library User's Guide
Expand Vector and Matrix Library User's GuideVector and Matrix Library User's Guide
Expand Statistics Library User's GuideStatistics Library User's Guide
Expand ReferenceReference
  • Home
    • Features
    • Solutions
    • Documentation
    • QuickStart Samples
    • Sample Applications
    • Downloads
    • Technical Support
    • Download trial
    • How to buy
    • Blog
    • Company
    • Resources
  • Documentation
    • Introduction
    • Deployment Guide
    • Using Parallelism
    • Mathematics Library User's Guide
    • Vector and Matrix Library User's Guide
    • Statistics Library User's Guide
    • Reference
  • Reference
    • Extreme.Mathematics Namespace
    • Extreme.Mathematics.Algorithms Namespace
    • Extreme.Mathematics.Calculus Namespace
    • Extreme.Mathematics.Calculus.OrdinaryDifferentialEquations Namespace
    • Extreme.Mathematics.Curves Namespace
    • Extreme.Mathematics.Curves.Nonlinear Namespace
    • Extreme.Mathematics.EquationSolvers Namespace
    • Extreme.Mathematics.Generic Namespace
    • Extreme.Mathematics.Generic.LinearAlgebra Namespace
    • Extreme.Mathematics.Generic.LinearAlgebra.Providers Namespace
    • Extreme.Mathematics.LinearAlgebra Namespace
    • Extreme.Mathematics.LinearAlgebra.Complex Namespace
    • Extreme.Mathematics.LinearAlgebra.Complex.Decompositions Namespace
    • Extreme.Mathematics.LinearAlgebra.IO Namespace
    • Extreme.Mathematics.LinearAlgebra.IterativeSolvers Namespace
    • Extreme.Mathematics.LinearAlgebra.IterativeSolvers.Preconditioners Namespace
    • Extreme.Mathematics.LinearAlgebra.Providers Namespace
    • Extreme.Mathematics.LinearAlgebra.Sparse Namespace
    • Extreme.Mathematics.Optimization Namespace
    • Extreme.Mathematics.Optimization.LineSearches Namespace
    • Extreme.Mathematics.SignalProcessing Namespace
    • Extreme.Statistics Namespace
    • Extreme.Statistics.Distributions Namespace
    • Extreme.Statistics.IO Namespace
    • Extreme.Statistics.Multivariate Namespace
    • Extreme.Statistics.Random Namespace
    • Extreme.Statistics.Tests Namespace
    • Extreme.Statistics.TimeSeriesAnalysis Namespace
  • Extreme.Mathematics.LinearAlgebra.Providers Namespace
    • BlasLevel1 Class
    • BlasLevel2 Class
    • BlasLevel3 Class
    • ComplexBlasLevel1 Class
    • ComplexBlasLevel2 Class
    • ComplexBlasLevel3 Class
    • ComplexLapack Class
    • ComplexSparseBlas Class
    • Lapack Class
    • LinearAlgebraProvider Class
    • ManagedBlasLevel1 Class
    • ManagedBlasLevel2 Class
    • ManagedBlasLevel3 Class
    • ManagedComplexBlasLevel1 Class
    • ManagedComplexBlasLevel2 Class
    • ManagedLinearAlgebraProvider Class
    • ManagedSparseBlas Class
    • SingleBlasLevel1 Class
    • SingleBlasLevel2 Class
    • SingleBlasLevel3 Class
    • SingleComplexBlasLevel1 Class
    • SingleComplexBlasLevel2 Class
    • SingleComplexBlasLevel3 Class
    • SingleComplexLapack Class
    • SingleComplexSparseBlas Class
    • SingleLapack Class
    • SingleLinearAlgebraProvider Class
    • SingleManagedBlasLevel1 Class
    • SingleManagedBlasLevel2 Class
    • SingleManagedBlasLevel3 Class
    • SingleManagedComplexBlasLevel1 Class
    • SingleManagedComplexBlasLevel2 Class
    • SingleManagedLinearAlgebraProvider Class
    • SingleManagedSparseBlas Class
    • SingleSparseBlas Class
    • SparseBlas Class
  • ManagedComplexBlasLevel1 Class
    • Members
    • Methods
  • Methods
    • Dzasum Method
    • Dznrm2 Method
    • Izamax Method
    • Zaxpy Method
    • Zcopy Method
    • Zdotc Method
    • Zdotu Method
    • Zscal Method
    • Zswap Method
  • Zaxpy Method
Collapse image Expand Image Copy image CopyHover image
         




ManagedComplexBlasLevel1..::..Zaxpy Method

ManagedComplexBlasLevel1 Class See Also 
Evaluates a vector plus the product of a scalar and a vector

Namespace: Extreme.Mathematics.LinearAlgebra.Providers
Assembly: Extreme.Numerics.Net40 (in Extreme.Numerics.Net40.dll) Version: 4.2.11333.0 (4.2.12253.0)

Syntax

C#
                      public override void Zaxpy(
	int n,
	DoubleComplex alpha,
	DoubleComplex[] x,
	int xOffset,
	int incx,
	DoubleComplex[] y,
	int yOffset,
	int incy
)
Visual Basic (Declaration)
                      Public Overrides Sub Zaxpy ( _
	n As Integer, _
	alpha As DoubleComplex, _
	x As DoubleComplex(), _
	xOffset As Integer, _
	incx As Integer, _
	y As DoubleComplex(), _
	yOffset As Integer, _
	incy As Integer _
)
Visual C++
                      public:
virtual void Zaxpy(
	int n, 
	DoubleComplex alpha, 
	array<DoubleComplex>^ x, 
	int xOffset, 
	int incx, 
	array<DoubleComplex>^ y, 
	int yOffset, 
	int incy
) override
F#
                      abstract Zaxpy : 
        n:int * 
        alpha:DoubleComplex * 
        x:DoubleComplex[] * 
        xOffset:int * 
        incx:int * 
        y:DoubleComplex[] * 
        yOffset:int * 
        incy:int -> unit 
override Zaxpy : 
        n:int * 
        alpha:DoubleComplex * 
        x:DoubleComplex[] * 
        xOffset:int * 
        incx:int * 
        y:DoubleComplex[] * 
        yOffset:int * 
        incy:int -> unit 

Parameters

n
Type: System..::..Int32
The number of elements in the vectors x and y.
alpha
Type: Extreme.Mathematics..::..DoubleComplex
The scalar value used to multiply the elements of x.
x
Type: array<Extreme.Mathematics..::..DoubleComplex>[]()[][]
A reference to a one-dimensional array containing the elements of the vector x.
xOffset
Type: System..::..Int32
Offset into x.
incx
Type: System..::..Int32
The increment for the array x.
y
Type: array<Extreme.Mathematics..::..DoubleComplex>[]()[][]
A reference to a one-dimensional array containing the elements of the vector y. The elements of y are overwritten with the result.
yOffset
Type: System..::..Int32
Offset into y.
incy
Type: System..::..Int32
The increment for the array y.

See Also

ManagedComplexBlasLevel1 Class
Extreme.Mathematics.LinearAlgebra.Providers Namespace

Send comments on this topic to support@extremeoptimization.com

Copyright (c) 2004-2011 ExoAnalytics Inc.

Copyright © 2003-2013, Extreme Optimization. All rights reserved.
Extreme Optimization, Complexity made simple, M#, and M Sharp are trademarks of ExoAnalytics Inc.
Microsoft, Visual C#, Visual Basic, Visual Studio, Visual Studio.NET, and the Optimized for Visual Studio logo
are registered trademarks of Microsoft Corporation.