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Lagrange Interpolation and Numerical Integration Application on Error Function

4 LAGRANGE INTERPOLATION AND NUMERICAL INTEGRATION APPLICATION ON ERROR FUNCTION [Pg.567]

Quantum Nanochemistry-Volume I Quantum Theory and Observability [Pg.568]

In next we will consider the case where the data points are chosen as a net with equidistant nodes, with / -the net step  [Pg.569]

With the help of this form the munerical integrations for smooth functions may be undertaken by the approximation  [Pg.569]

With the above equidistant Lagrange formula, the integral approximation explicitly casts in the so-called Newton-Cdtes numerical integration formula  [Pg.570]




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Applications Integrity

Applications integral

Error function

Error functionals

Error integral

Errors / error function

Errors and

Errors interpolation

Functional integral

Functional integration

Functions integral

Integrated functionality

Integration errors

Integration numerical

Interpol

Interpolate

Interpolating functions

Interpolation function

Lagrange

Lagrange function

Lagrange interpolation

Lagrange interpolation function

Numerical Interpolation

Numerical application

Numerical functions

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