ZEROBESS by Jonas Lundgren

Zeros of Bessel functions of 1st and 2nd kind plus zeros of the derivatives. (zerobess, mathematics, bessel function)

zerobess(funstr,nu,m)

Bessel Derivative Zeros by Carey Smith

Zeros of the first derivative of Bessel function of the first kind. (bessel, bessel derivatives, mathematics)

[jprimemk,JofJ]=BessDerivZerosBisect2(MM,KK,tol)

UNINIT - Create an uninitialized variable (like ZEROS but faster) by James Tursa

UNINIT is similar to ZEROS, except UNINIT returns uninitialized values instead of zero values. (uninit, zeros, ones)

uninit(varargin)

Digital filter with poles and zeros placement by Andrea Cirillo

Create a numeric filter with poles and zeros placement. (control design, signal processing, digital)

poles_zeros_placement.m

Getting started with MATLAB (control engineering example) by John Rossiter

Example animations and m-files to learn MATLAB by yourself (control, poles, zeros)

ast_alert.swf

ast_loader.swf

ast_navicons.swf

Finding zeros and intersections by Patrick

With data (x,y), the function finds "x" that correspond to y=y0. (root, zeros, intersections)

fzero_data(x,y,y0)

newtzero by Matt Fig

Finds the root(s) of a function of one variable, including complex roots, using Newton's method. (root finder, newtons method, zeros)

newtzero(f,xr,mx,tol)

Zero Out Smalls by Zhigang Xu

To zero out the small elements whose absolute values are smaller than a given criterion. (small quantities, zeros, eps)

A=zero_out_smalls(A, small_cri)

3D transfer function plot with s-plane by Ali Talib Oudah

this code written to simulate the value of the transfer function (TF)in s-plane as 3D-surface plot. (poles, splane, transfer function)

s_plane.m

BessDerivZerosBisect by Larry Forbes

Calculates the zeros of J_m prime (approximation, interpolation, zeros)

[jprimemk,JofJ]=BessDerivZerosBisect(mMAX,kMAX)

pzplace.m by Paul Godfrey

Calculates the gain vectors required to place the Poles and Zeros of a state space linear system. (poles, zeros, acker)

pzplace(A,b,pw,zw)

Legendre Roots by Ulises Velasco

Program made to find legendrie's polinomial roots or zeros. (approximation, interpolation, legendre)

y=cdl(grado)

y=px(x,y)

Bessel Function Zeros by Greg von Winckel

Computes the first k zeros of the Bessel Function of the 1st and 2nd Kinds. (bessel functions, i am using r2008a and..., 1)

x=besselzero(n,k,kind)