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Search results for "error"

error propagation for cuboid volume

Added Sep 23, 2018 in Units & Measures

processing uncertainty values of continuous products (three entries)

error propagation with division

Added Sep 23, 2018 by Aegis87 in Units & Measures

error propagation with division


Propagation of numerical error (uncertainty)

Added Mar 7, 2018 by JasonGross in Engineering

Error propagation from multivariable calculus finds uncertainty in a function given the uncertainties of its inputs. Based on widget https://goo.gl/DxvvoJ (+ value substitution)

Error propagation nonlinear variance terms

Added May 19, 2015 by mshelikoff in Engineering

Terms greater than first derivative for nonlinear error propagation with no covariance. These calculations seem to be beyond Wolfram Alpha's complexity limits for now.


Expected value after error propagation

Added Dec 17, 2017 by mshelikoff in Engineering

Returns the expected value of a derived function given the uncertainties of its inputs with no covariance. Bernoulli equation total head H(z,P,d,v)=z+P/(dg)+v^2/(2g) is used as an example.

Propagation of maximum error (numerical)

Added Dec 14, 2017 by mshelikoff in Engineering

Error propagation from multivariable calculus finds maximum error in a function given the maximum error of its inputs. Bernoulli equation total head H(z,P,d,v)=z+P/(dg)+v^2/(2g) is used as an example.


Propagation of maximum error (algebra)

Added Dec 14, 2017 by mshelikoff in Engineering

Error propagation from multivariable calculus finds maximum error in a function given the maximum error of its inputs. Bernoulli equation total head H(z,P,d,v)=z+P/(dg)+v^2/(2g) is used as an example.

Gaussian & maximum error propagation: algebra

Added Dec 14, 2017 by mshelikoff in Engineering

Uses multivariable calculus to propagate Gaussian and maximum error in a function given the same errors for its inputs. Bernoulli equation total head H(z,P,d,v)=z+P/(dg)+v^2/(2g) is used as an example.


Propagation of error (uncertainty)

Added Aug 20, 2016 by mshelikoff in Engineering

Error propagation from multivariable calculus finds uncertainty in a function given the uncertainties of its inputs. Bernoulli equation total head H(z,P,d,v)=z+P/(dg)+v^2/(2g) is used as an example.

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Added Jul 18, 2016 by iocircle in Web & Computer Systems

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Standard Error of the Mean

Added Sep 30, 2015 by drabmoody in Statistics & Data Analysis

Returns the standard error for a sample


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