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namespace Polynomial { using System; using PolyInterface; /// <summary> /// The abstract class all implementations inherit from /// </summary> public abstract class Polynomial { public Polynomial(params double[] coefficients) { this.coefficients = new double[coefficients.Length]; for (int i = 0; i < coefficients.Length; i++) this.coefficients[i] = coefficients[i]; } public abstract double Evaluate(double value); public abstract IPolynomial GetEvaluate(); protected double[] coefficients = null; } } The Polynomial class is an abstract class that holds the polynomial coefficients. A small interface defines the evaluation function: namespace PolyInterface { /// <summary> /// The interface that implementations will implement /// </summary> public interface IPolynomial { double Evaluate(double value); } } The following class implements the general method of evaluation: namespace Polynomial { using System; /// <summary> /// The simplest polynomial implementation /// </summary> /// <description> /// This implementation loops through the coefficients and evaluates each pdf417 excel Using the Barcode Font in Microsoft Excel (Spreadsheet)
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PDF417 Barcode Creator For Excel Sdk Features. This is where strategy is translated into action. This is the point of translating objectives and initiatives into ... /// term of the polynomial. /// </description> class PolySimple: Polynomial { public PolySimple(params double[] coefficients): base(coefficients) { } public override IPolynomial GetEvaluate() { return((IPolynomial) this); } public override double Evaluate(double value) { double retval = coefficients[0]; double f = value; for (int i = 1; i < coefficients.Length; i++) { retval += coefficients[i] * f; f *= value; } return(retval); } } } This is a simple evaluator that merely walks through the polynomial term by term, accumulates the values, and returns the result. Finally, the driver ties it all together: namespace Polynomial { using System; using System.Diagnostics; /// <summary> /// Driver class for the project /// </summary> public class Driver { /// <summary> /// Times the evaluation of a polynomial /// </summary> /// <param name="p">The polynomial to evaluate</param> The final method we need for dealing with the mouse is mouseUp:, which lets us handle the release of the button. Like mouseDragged:, mouseUp: is always called on the view which originated the drag, which means that after the user clicks in our view, no matter where the user lets go of the mouse button, we will receive this message. All we do here is simply set the flags to indicate that nothing is being dragged. public static double TimeEvaluate(Polynomial p) { double value = 2.0; Console.WriteLine("{0}", p.GetType().Name); // Time the first iteration. This one is done // separately so that we can figure out the startup // overhead separately... long start = Stopwatch.GetTimeStamp(); IPolynomial iPoly = p.GetEvaluate(); long delta = Stopwatch.GetTimeStamp() -start; Console.WriteLine("Overhead = {0:f2} seconds", (double) delta/ Stopwatch.Frequency); Console.WriteLine("Eval({0}) = {1}", value, iPoly.Evaluate(value)); int limit = 100000; Stopwatch timer = Stopwatch.StartNew(); // Evaluate the polynomial the required number of // times. double result = 0; for (int i = 0; i < limit; i++) { result += iPoly.Evaluate(value); } timer.Stop(); double ips = (double)limit / (double)timer.ElapsedMilliseconds / 1000D; Console.WriteLine("Evalutions/Second = {0:f0}", ips); Console.WriteLine(); return(ips); } /// <summary> /// Run all implementations for a given set of coefficients /// </summary> /// <param name="coeff"> </param> public static void Eval(double[] coeff) { Polynomial[] imps = new Polynomial [] { new PolySimple(coeff), }; . - (void)mouseUp:(NSEvent *)theEvent { draggingCp1 = NO; draggingCp2 = NO; } excel pdf417 generator Generating 2D ( PDF417 or QR) barcodes using Excel VBA - Stack Overflow
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