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ecuation roots

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Taller refuerzo View more documents from fabianchopinto .

ECUATION ROOTS:(OPEN METHODS,CLOSED METHODS,GRAPHIC METHODS)

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F(X)=0

OPEN METHODS:

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SECANT METHOD FIXED POINT METHOD NEWTON RAPHSON METHOD

SECANT METHOD

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Secant method View more documents from uis .
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FIXED POINT

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When attempting to solve the equation f(x) = 0, it would be wonderful if we could rewrite the equation in a form which gives explicitly the ...

CLOSED METHODS:

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BISECTION FALSE POSITION

FALSE POSITION

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false position method (Latin: regula falsi) An iterative method for finding a root of the nonlinear equation f(x) = 0. It employs the same f...

BISECTION METHOD

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Bisection method View more documents from uis .

SOLUTION METHODS:

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DIRECT METHODS ITERATIVE METHODS

ITERATIVE METHODS:(JACOBI,GAUSS SEIDEL,GAUSS SEIDEL CON RELAJACION)

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The term ``iterative method'' refers to a wide range of techniques that use successive approximations to obtain more accurate soluti...

GAUSS SEIDEL AND SOR

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Gaussseidelsor View more documents from uis .

GAUSS SEIDEL

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In numerical linear algebra, the Gauss–Seidel method, also known as the Liebmann method or the method of successive displacement, is an iter...

JACOBI METHOD

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Jacobi method View more documents from uis .

DIRECT METHODS:(GAUSSIAN ELIMINATION,GAUSS THROUGH PIVOT,GAUSS JORDAN,ESPECIAL SYSTEMS)

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ESPECIALS SYSTEMS:(THOMAS,CHOLESKY)

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THOMAS METHOD

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Thomasmethod View more documents from uis . Metodos especiales View more documents from fabianchopinto .

CHOLESKY METHOD

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In linear algebra, the Cholesky decomposition or Cholesky triangle is a decomposition of a symmetric, positive-definite matrix into the prod...

Gaussian-Jordan Elimination

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Gauss jordan View more documents from uis .

Gauss Jordan Elimination Through Pivoting

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Gauss jordan elimination through pivoting View more documents from uis .

DARCY`S LAW

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L2 darcys law View more documents from uis .