# Results for: eigenvalue-eigenvector-and-eigenspace

### What are some algebra terms that begin with the letter E?

exponent eigenvalue; eigenvector; eigenspace; euclidean norm; equivalence relation; empty set; elimination; elementary operations; expansion; even function; Full Answer

### How does AHP use eigenvalue and eigenvector?

how does ahp use eigen values and eigen vectors Full Answer

### What are eigenvalues and eigenvectors?

An eigenvector is a vector which, when transformed by a given matrix, is merely multiplied by a scalar constant; its direction isn't changed. An eigenvalue, in this context, is the factor by which the eigenvector is multiplied when transformed. Full Answer

### What is an eigenvalue?

If a linear transformation acts on a vector and the result is only a change in the vector's magnitude, not direction, that vector is called an eigenvector of that particular linear transformation, and the magnitude that the vector is changed… Full Answer

### What is the relationship between eigenvalue and mutual information?

I'm seeking the answer too.What's the meaning of the principal eigenvector of an MI matrix? Full Answer

### What are eigen values and eigen vectors?

This is a complicated subject, which can't be explained in a few words. Read the Wikipedia article on "eigenvalue"; or better yet, read a book on linear algebra. Briefly, and quoting from the Wikipedia, "The eigenvectors of a square matrix… Full Answer

### What has the author S Srinathkumar written?

S Srinathkumar has written: 'Eigenvalue/eigenvector assignment using output feedback' -- subject(s): Mathematical models, Control systems, Airplanes Full Answer

### What does eigenvalues mean?

Well in linear algebra if given a vector space V,over a field F,and a linear function A:V->V (i.e for each x,y in V and a in F,A(ax+y)=aA(x)+A(y))then ''e" in F is said to be an eigenvalue of A ,if there… Full Answer

### What is the eigen value?

This is the definition of eigenvectors and eigenvalues according to Wikipedia: Specifically, a non-zero column vector v is a (right) eigenvector of a matrix A if (and only if) there exists a number λ such that Av = λv. The… Full Answer

### What has the author Robert E Fennell written?

Robert E. Fennell has written: 'An application of Eigenspace methods to symmetric flutter suppression' -- subject(s): Eigenspace, Stabilization, Flutter Full Answer

### What is the eigenvalue problem?

define eigen value problem Full Answer

### How eigenvalues are calculated?

An eigenvector of a square matrix A is a non-zero vector v that, when the matrix is multiplied by v, yields a constant multiple of v, the multiplier being commonly denoted by lambda. That is: Av = lambdav The number… Full Answer

### Is 0 an eigenvalue?

Yes it is. In fact, every singular operator (read singular matrix) has 0 as an eigenvalue (the converse is also true). To see this, just note that, by definition, for any singular operator A, there exists a nonzero vector x… Full Answer

### What is meant by the word eigenvalue?

The term "eigenvalue" refers to a noun which means each set of values of parameter for which differential equation has a nonzero solution. It can also refers to any number such that given matrix subtracted by the same number and… Full Answer

### Is there exist a matrix whose eigenvalues are different that of its transpose?

No. Say your matrix is called A, then a number e is an eigenvalue of A exactly when A-eI is singular, where I is the identity matrix of the same dimensions as A. A-eI is singular exactly when (A-eI)T is… Full Answer

### Write a c program to find eigenvalue of a matrix?

Yes, do write. That's what you always have to do when you have got a homework-program. Full Answer

### How do you get eigenvalue of sphere as 0.99999987 Want formula to calculate it?

There's not nearly enough information here to answer. (Among other things, what the heck is "shere" supposed to be?) The general formula of an eigenvalue equation is Of = Ef. (Sorry, I can't do the normal mathematical notation here, but… Full Answer

### What has the author Gillian Frances Colkin written?

Gillian Frances Colkin has written: 'The location of roots of equations with particular reference to the generalized eigenvalue problem' Full Answer

### What is an eigenvector?

Given some matrix A, an eigenvector of A is a vector that, when acted on by A, will result in a scalar multiple of itself, i.e. Ax=[lambda]x, where lambda is a real scalar multiple, called an eigenvalue, and x is… Full Answer

### What is the echelon of a matrix?

The eigen values of a matirx are the values L such that Ax = Lx where A is a matrix, x is a vector, and L is a constant. The vector x is known as the eigenvector. Full Answer

### What are the eignvalues of a matrix?

The eigen values of a matirx are the values L such that Ax = Lx where A is a matrix, x is a vector, and L is a constant. The vector x is known as the eigenvector. Full Answer

### What are the entries of a matrix?

The eigen values of a matirx are the values L such that Ax = Lx where A is a matrix, x is a vector, and L is a constant. The vector x is known as the eigenvector. Full Answer

### What is equality of a matrix?

The eigen values of a matirx are the values L such that Ax = Lx where A is a matrix, x is a vector, and L is a constant. The vector x is known as the eigenvector. Full Answer

### Why is the multiplicity of the maximal eigenvalue of a nonnegative irreducible symmetric matrix one?

Symmetry is not needed in the statement. See Henryk Minc, Nonnegative Matrices, 1988, p. 14: "The maximal eigenvalue of A, an irreducible nonnegative matrix, is a simple root of its characteristic equation." This is a fundamental result of Perron-Frobenius theory… Full Answer

### What has the author Hung Chang written?

Hung Chang has written: 'Using parallel banded linear system solvers in generalized Eigenvalue problems' -- subject(s): Eigenvalues Full Answer

### What information is given by the magnetic quantum number?

The eigenvalue of the component of an angular momentum operator in a specified direction, such as that of an applied magnetic field, in units of Planck's constant divided by 2π. Full Answer

### What Albert Einstein invent in math?

He used EigenVector spaces in a unique way, that is still hard to this day to understand. See: http://www.einstein-online.info/spotlights/path_integrals Full Answer

### What has the author Jorge Nocedal written?

Jorge Nocedal has written: 'Numerical optimization' -- subject(s): Mathematical optimization 'Numerical methods for solving inverse eigenvalue problems' Full Answer

### Prove that a matrix a is singular if and only if it has a zero eigenvalue?

Recall that if a matrix is singular, it's determinant is zero. Let our nxn matrix be called A and let k stand for the eigenvalue. To find eigenvalues we solve the equation det(A-kI)=0for k, where I is the nxn identity… Full Answer

### What has the author William L Garrard written?

William L. Garrard has written: 'Feedback control laws for highly maneuverable aircraft' -- subject(s): Feedback control systems, Handling characteristics, Airplanes 'Eigenspace techniques for active flutter suppression' -- subject(s): Eigenvalues, Flutter (Aerodynamics) Full Answer

### What is an eleven letter word starting with an e and ending with an r?

earthshaker, eigenvector, electioneer, emancipator, emasculator, embellisher, embroiderer, enterpriser, entertainer, equiangular, equivocator, establisher, exaggerator, executioner, extortioner 15 words Full Answer

### What has the author Ricardo Macias Carrasco written?

Ricardo Macias Carrasco has written: 'The eigenvalue problem in the OL/2 language' -- subject(s): Data processing, Eigenvalues, OL/2 (Computer program language) Full Answer

### What has the author Anurag Gupta written?

Anurag Gupta has written: 'Krylov sub-space methods for K-eigenvalue problem in 3-D multigroup neutron transport' -- subject(s): Neutron transport theory Full Answer

### What has the author Amanda Cooper written?

Amanda Cooper has written: 'Explicit restart Lanczos algorithms in a massively parallel distributed memory environment' 'Explicitly restarted lanczos methods for the computation of partial solutions for large eigenvalue problems' Full Answer

### What are the applications of Eigenvalue and eigenvector in Engineering?

Have you ever seen the video of the collapse of the Tacoma Narrows Bridge? The Tacoma Bridge was built in 1940. From the beginning, the bridge would form small waves like the surface of a body of water. This accidental… Full Answer

### What is the -matrix of groups-identity of matrix-inverse matrix-multiplication of matrices?

The eigen values of a matirx are the values L such that Ax = Lx where A is a matrix, x is a vector, and L is a constant. The vector x is known as the eigenvector. Full Answer

### What words have a long I sound spelled ei?

eider, eiderdown, eidetic, eigenvalue, einsteinium feisty gesundheit height, heist kaleidoscope meitnerium neither (or long E) poltergeist seismograph, seismic, stein zeitgeist Full Answer

### What is an eigenstate?

eigenstate (quantum mechanics) A dynamical state whose state vector (or wave function) is an eigenvector (or eigenfunction) of an operator corresponding to a specified physical quantity. energy state. Refer to: http://www.answers.com/eigenstate?cat=technology&gwp=11&method=3&ver=2.3.0.609 Full Answer

### What are the applications of Eigenvalue and Eigen vector in computer science?

Eigenvectors and eigenvalues are important for understanding the properties of expander graphs, which I understand to have several applications in computer science (such as derandomizing random algorithms). They also give rise to a graph partitioning algorithm.Perhaps the most famous application… Full Answer