Examples of 'second derivatives' in a sentence

Meaning of "second derivatives"

Second derivatives are the derivatives of the derivatives of a function in calculus, representing the rate of change of the rate of change

How to use "second derivatives" in a sentence

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second derivatives
Calculates the second derivatives of the function.
It is usually only used for first and second derivatives.
The first and second derivatives of a vector with.
The magnetic anomaly tensor is defined as the superpotential second derivatives.
The first and second derivatives are continuous as well.
The first step is to calculate the first and second derivatives.
First and the second derivatives are.
Second derivatives of thermodynamic potentials generally describe the response of the system to small changes.
Find and use second derivatives.
Thus, these functions are integrable up to their second derivatives.
One may ask why second derivatives are needed.
One must also be able to calculate the first and second derivatives of fx.
There are preferably as many second derivatives as there are combinations of parameters.
This behavior is attributed to the approximation of Gaussian second derivatives with triangles.
The first and second derivatives are determined by means of a more accurate computing process.

See also

Also shown is the first and second derivatives of the data.
The first and second derivatives of this picture are therefore the largest possible.
This program calculates the first and second derivatives of a function.
First and second derivatives can be approximated by WORHP using finite differences.
From a plurality of sample values the first and second derivatives are deduced.
Many equations are expressed as second derivatives of the thermodynamic potentials see Bridgman equations.
The Hessian of a function is the square matrix of the second derivatives of said function.
Inclusion of second derivatives in The Taylor series expansion of the model function.
The functions include the first and second derivatives with respect to range.
Discloses the detection of boundary ( pectoralis muscle ) by using second derivatives.
Further the Hessian matrix of second derivatives will have both positive and negative eigenvalues.
So before we do that, let us get its first and second derivatives.
The first and second derivatives are as follows,.
B = the number of first derivative values used to determine the second derivatives.
Th-order contact if the second derivatives of the curvature are equal.
The frequencies are related to the eigenvalues of the Hessian matrix, which contains second derivatives.
These methods involve the use of the first and second derivatives of the effective potential.
The first and second derivatives of the log-likelihood function must be defined.
The Maxwell relations are statements of equality among the second derivatives of the thermodynamic potentials.
For example, first and second derivatives of absorbance spectra can be utilized for analytical measurements.
This leads to the construction of pathological examples in which second derivatives are non-symmetric.
The first and second derivatives with respect to time are,.
However, this method does not take into account the second derivatives even approximately.
Selecting from among said second derivatives of P [ i, j ] the largest magnitude second derivative ; and.
And now I am going to say, what happens when their second derivatives equal each other?
Second derivatives of spectra were calculated using HP UV-Vis Chemstation software ( Hewlett Packard ).
So what has to happen for their second derivatives to equal each other?
Suppose ( 1 ; 1 ) is a critical point of a function f with continuous second derivatives.
For example, there is computed first and second derivatives of antenna angles by numerical differences.
The method of any one of Claims 1 to 3, wherein said plurality of second derivatives numbers 4.
The formulas for the first and second derivatives are as follows, EPMATHMARKEREP EPMATHMARKEREP.
One must also be able to calculate the first and second derivatives of f ( x ).
In step 102, first and second derivatives of the calculated frequency are determined.
And we could verify that, right? What 's the first and second derivatives of e to the x?
What 's the first and second derivatives of e to the x?

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Examples of using Second
And so began my second taste of country life
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They were sourcing a second signal when it happened
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