Introduction to MATLAB II representation of signals and computing









matlab-basic-functions-reference.pdf

Create vector of n equally spaced values logspace(ab
matlab basic functions reference


GEOMETRIC MEANS IN A NOVEL VECTOR SPACE STRUCTURE

Sym(n) is the vector space of real n × n symmetric matrices. write log(M) for the principal logarithm of a matrix M whenever it is defined.
arsigny siam tensors


MATLAB Function Reference (Volume 1: Language)

Generate logarithmically spaced vectors ones. Create an array of all ones rand. Uniformly distributed random numbers and arrays.
a ffbc e a d e b a ed df


Initiation au logiciel " Matlab "

ELEMENTARY MATRICES AND MATRIX MANIPULATION. On obtient les informations sur une fonction (contenue dans Matlab ou ... Logarithmically spaced vector.
InitiationAideMatlab





Matlab Sheet 2 Arrays

Matlab Sheet 2 Solution. Matlab Sheet 2. Arrays. 1. a. Create the vector x having 50 logarithmically spaced values starting at. 10 and ending at 1000.
Matlab Sheet solution


MATLAB Commands and Functions

Matrix Commands for Solving Linear Equations / 6 Lists all MATLAB files in the current directory. wklread ... Creates logarithmically spaced vector.
MatlabCommands


INTRODUCTION TO MATLAB FOR ENGINEERING STUDENTS

After logging into your account you can enter MATLAB by double-clicking on the MATLAB there is a command to generate linearly spaced vectors: linspace.
introduction to matlab


Initiation au logiciel " Matlab "

ELEMENTARY MATRICES AND MATRIX MANIPULATION. Le logiciel Matlab est ouvert dans la fenêtre de commande Matlab Mcw ... Logarithmically spaced vector.
Initiation Aide Matlab





MATLAB Fundamentals - Cheat Sheet - Tools Course ETH Zürich

MATLAB Fundamentals - Cheat Sheet - Tools Course ETH Zürich. Basics. Workspace mathworks.com/help/matlab/ ... Log. spaced vector (50 elements).
ML CheatSheet


Introduction to MATLAB II representation of signals and computing

Vector Matrix and Array Commands. Some of MATLAB functions operate essentially on a vector (row or column)
experiment


213537 Introduction to MATLAB II representation of signals and computing

Experiment #2

Introduction to MATLAB II, representation of signals and computing the signal energy .

Experiment # 2

1.

Scalar Functions

Certain MATLAB functions operate essentially on scalars, but operate element wise when applied to a matrix.

Some of these functions are:

abs, sign round, floor, ceil sin, cos, tan asin, acos, atan sqrt, exp log (natural log), log10 (log base 10) 2.

Vector, Matrix and Array Commands

Some of

MATLAB functions operate essentially on a vector (row or column), and others on an m-by-n matrix (m >= 2) . Array Commands find Finds indices of nonzero elements. length Computers number of elements. linspace Creates regularly spaced vector. logspace Creates logarithmically spaced vector. max Returns largest element. min Returns smallest element. prod Product of each column. reshape Change size size Computes array size. sort Sorts each column. sum

Sums each column.

Example 1

>> X = [1 0 4 -3 0 0 0 8 6]; indices = find(X) indices =

1 3 4 8 9

>> indices = find(X>2) indices =

3 8 9

>> length(X) ans = 9 >> max(X) ans = 8 >> min(X) ans = -3 > sort(X) ans = -3 0 0 0 0 1 4 6 8 >> sum(X) ans = 16 >> sum(X,2) ans = 16 >> sum(X,1) ans =

1 0 4

-3 0 0 0 8 6

Example 2

Create a vector of 100 linearly spaced numbers from 1 to 500:

A = linspace(1,5);

Create a vector of 4 linearly spaced numbers from 1 to 12: >> A = linspace(1,12,4) A =

1.0000 4.6667 8.3333 12.0000

3.

Matrix Functions

Experiment #2

Introduction to MATLAB II, representation of signals and computing the signal energy .

Experiment # 2

1.

Scalar Functions

Certain MATLAB functions operate essentially on scalars, but operate element wise when applied to a matrix.

Some of these functions are:

abs, sign round, floor, ceil sin, cos, tan asin, acos, atan sqrt, exp log (natural log), log10 (log base 10) 2.

Vector, Matrix and Array Commands

Some of

MATLAB functions operate essentially on a vector (row or column), and others on an m-by-n matrix (m >= 2) . Array Commands find Finds indices of nonzero elements. length Computers number of elements. linspace Creates regularly spaced vector. logspace Creates logarithmically spaced vector. max Returns largest element. min Returns smallest element. prod Product of each column. reshape Change size size Computes array size. sort Sorts each column. sum

Sums each column.

Example 1

>> X = [1 0 4 -3 0 0 0 8 6]; indices = find(X) indices =

1 3 4 8 9

>> indices = find(X>2) indices =

3 8 9

>> length(X) ans = 9 >> max(X) ans = 8 >> min(X) ans = -3 > sort(X) ans = -3 0 0 0 0 1 4 6 8 >> sum(X) ans = 16 >> sum(X,2) ans = 16 >> sum(X,1) ans =

1 0 4

-3 0 0 0 8 6

Example 2

Create a vector of 100 linearly spaced numbers from 1 to 500:

A = linspace(1,5);

Create a vector of 4 linearly spaced numbers from 1 to 12: >> A = linspace(1,12,4) A =

1.0000 4.6667 8.3333 12.0000

3.

Matrix Functions


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