Imports System Imports System.Globalization Imports System.Threading Imports System.Text Imports CenterSpace.NMath.Core Namespace CenterSpace.NMath.Examples.VisualBasic A .NET example in Visual Basic showing how to use the Stationary Wavelet Transform (SWT) classes. Module SWTExample Sub Main() This section shows to use various configuration settings. All of these settings can also be set via configuration file or by environment variable. More on this at: http://www.centerspace.net/blog/nmath/nmath-configuration/ For NMath to continue to work after your evaluation period, you must set your license key. You will receive a license key after purchase. More here: http://www.centerspace.net/blog/nmath/setting-the-nmath-license-key/ NMathConfiguration.LicenseKey = "<key>" This will start a log file that you can use to ensure that your configuration is correct. This can be especially useful for deployment. Please turn this off when you are convinced everything is working. If you arent sure, please send the resulting log file to support@centerspace.net. Please note that this directory can be relative or absolute. NMathConfiguration.LogLocation = "<dir>" NMath loads native, optimized libraries at runtime. There is a one-time cost to doing so. To take control of when this happens, use Init(). If your program calls Init() successfully, then your configuration is definitely correct. NMathConfiguration.Init() Console.WriteLine() ' SWT of a signal using the Harr wavelet. ' Test input signal Dim signal As New DoubleVector("1, 2, 3, 56, 40, 8, 2, 40, 16") ' Build the class Dim swt As New DoubleSWT(signal.ToArray(), New DoubleWavelet(DoubleWavelet.Wavelets.Harr)) ' Find the maximum level of decomposition for this signal And wavelet pair Dim maximumDecompLevel As Integer = swt.MaximumDecompLevel() ' Using the SWT now decompose the signal to the maximum level, all of the detail And approximations are returned in a Tuple<> swt.Decompose(maximumDecompLevel) ' The SWT approximations at level 2 Dim approxLevel2 As Double() = swt.WaveletCoefficients(DiscreteWaveletTransform.WaveletCoefficientType.Approximation, 2) ' The SWT details at level 2 Dim detailsLevel2 As Double() = swt.WaveletCoefficients(DiscreteWaveletTransform.WaveletCoefficientType.Details, 2) ' Reconstruct the original signal Dim rsignal = swt.Reconstruct() Console.WriteLine() Console.WriteLine("SWT signal decomposition and reconstruction example using the Harr wavelet.") Console.WriteLine(String.Format("Original Signal: {0}", Signal.ToString("#.##"))) Console.WriteLine(String.Format("SWT Approximation level 2: {0}", New DoubleVector(approxLevel2).ToString("#.##"))) Console.WriteLine(String.Format("SWT Details level 2: {0}", New DoubleVector(detailsLevel2).ToString("#.##"))) Console.WriteLine(String.Format("ISWT, Reconstructed signal: {0}", New DoubleVector(rsignal).ToString("#.##"))) Console.WriteLine() Console.WriteLine("Finished. Press Enter Key.") Console.Read() End Sub End Module End Namespace← All NMath Code Examples