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Equation Solver
 Quadratic Equation Solver Using Pascal 

Code 1-20 of 60   Pages: Go to  1  2  3  Next >>  page  

First and Second Order Ordinary Differential Equation (ODE) Solver using Euler Method.

Enter the coefficients for the Ax2 + Bx + C = 0 equation and Quadratic Equation will output the solutions and plot(if they are not imaginary).

% This Function solves a bilateral matrix quadratic equation
% of the form AX+XB+XCX+D = 0 for X
% Inputs : Matrices A,B,C, D of appropriate dimensions
% Output : The Matrix X - if a solution exists

Our scripts are intended for educators but can be useful to anyone. They include site search, a quiz, mailing list manager, web page creator, crossword puzzle generator, quadratic equation solver, and more.

Computes the Gauss hypergeometric function 2F1(a,b;c;z) and its derivative for real z, z<1 by integrating the defining differential equation using the Matlab differential equation solver ode15i.

If 2F1 is to be evaluated for many...

This is a very simple, short Sudoku solver using a classic brute-force approach.

What makes it nice is the purely arithmetic one-liner computing the constraint c (the sequence of already used digits on the same row, same column, same...

Just a little bit of hack: a linear equations solver using eval and built-in complex numbers:

>>> solve("x - 2*x + 5*x - 46*(235-24) = x + 2")

QUADPROG2 - Convex Quadratic Programming Solver
Featuring the SOLVOPT freeware optimizer

New for version 1.1:
* Significant speed improvement
* Geometric Preconditioning
* Improved Error Checking


This program solves quadratic equations. Type in the coefficients for x^2 and x and the constant to get your quadratic equation and you will then be given the roots of the equation. If "b2 - 4ac" is negative, you'll be given the results...

This zip file contains three separate guis. One solves and plots a system of functions given the inputs of 2 or more functions. The second one solves a 2 system differential equation model using the 4th order runga-kutta method. The third one is...

Real Controls contains 12 native VCL's including shareware protection, form sizer, multi-mask edit, and more. Other included demos for Real Database, a non-bde system using pascal records and Realforms, a paper form design and filling system.

The attachment contains:
1. Related matlab files.
2. Picture files of possible outputs.
3. A read me text file.
4. A report containing detailed explanations about the basics and about coding algorithm used herein.

Solves a common algebraic Riccati equation using Schur decomposition.
This function solves an algebraic Riccati equation of the form:

A'*X + X*A' - X*G*X + Q = 0,

where A, G, and Q are given and X is the symmetric...

Solves simultaneous linear equations of any order using Crammer's rule. Required input is two for coefficients, and other for constants
eg. 2x+3y=8
x+4y=6 will be written as

Solves the Liouville Master Equation (LME) for a kind of Piecewise deterministic process (PDP).

=== Immediate command line examples ===

- dichot_markov_gui.m (dichot_markov_gui.fig)
A graphical user interface for the...

solvePoissonSOR.m is an efficient, lightweight function that solves the Poisson equation using Successive Overrelaxation (SOR) with Chebyshev acceleration to speed-up convergence. Dirichlet boundary conditions are used to provide a unique solution.

MATLAB fsolve is frequently used to solve nonlinear algebraic equation systems. This utility makes it simple. User enters initial guesses and equations. The equations will be solved automatically after user clicks the Run button. Residual values...

The non-linear regression problem (univariate or multivariate) is easily posed using a graphical user interface (GUI) that solves the problem using one of the following solvers:
- nlinfit: only univariate problems.
- lsqnonlin: can...


This code simulates commodity spot prices using the Clewlow and Strickland one factor daily spot model using a Monte Carlo approach. The derived stochastic differential equations (SDEs) are solved...

This submission facilitates working with quadratic curves (ellipse, parabola, hyperbola, etc.) and quadric surfaces (ellipsoid, elliptic paraboloid, hyperbolic paraboloid, hyperboloid, cone, elliptic cylinder, hyperbolic cylinder, parabolic...