# Simpson's numerical integration 1.0

OS : Windows / Linux / Mac OS / BSD / Solaris

Script Licensing : BSD - BSD License

Created : Jun 19, 2010

Downloads : 20

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## The rule uses parabolic arcs instead of the straight ...

The rule uses parabolic_arc instead of the straight lines used in the normal trapezoidal rule.

Z = SIMPS(Y) computes an approximation of the integral of Y via the Simpson's method (with unit spacing). To compute the integral for spacing different from one, multiply Z by the spacing increment.

Z = SIMPS(X, Y) computes the integral of Y with respect to X using the Simpson's rule.

Z = CUMSIMPS(Y) computes an approximation of the cumulative integral of Y via the Simpson's method (with unit spacing).

Z = CUMSIMPS(X, Y) computes the cumulative integral of Y with respect to X using Simpson's integration.

SIMPS and CUMSIMPS use the same syntaxes as TRAPZ and CUMTRAPZ, respectively

Enter "help simps" and "help cumsimps" in the Matlab command window for complete information.

Z = SIMPS(Y) computes an approximation of the integral of Y via the Simpson's method (with unit spacing). To compute the integral for spacing different from one, multiply Z by the spacing increment.

Z = SIMPS(X, Y) computes the integral of Y with respect to X using the Simpson's rule.

Z = CUMSIMPS(Y) computes an approximation of the cumulative integral of Y via the Simpson's method (with unit spacing).

Z = CUMSIMPS(X, Y) computes the cumulative integral of Y with respect to X using Simpson's integration.

SIMPS and CUMSIMPS use the same syntaxes as TRAPZ and CUMTRAPZ, respectively

Enter "help simps" and "help cumsimps" in the Matlab command window for complete information.

**• MATLAB 7. 5 or higher**

**Demands:****Simpson's numerical integration 1.0 scripting tags:**simpson rule, computes, simpsons, approximation, integral, spacing, parabolic arc, integration, numerical integration.

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