Examples of 'potential function' in a sentence
Meaning of "potential function"
In mathematics, a potential function refers to a scalar function that satisfies certain conditions, such as being differentiable or having a specific relationship with the gradient of another function
How to use "potential function" in a sentence
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potential function
The potential function has a probabilistic interpretation.
The proof uses a potential function.
No potential function for these structures has been suggested.
Such a function is called a potential function.
Find a potential function for.
Autonomous rendezvous using artificial potential function guidance.
The potential function is the sum or squares of the entries in the tuple.
At this time we have no indication of their potential function.
The force derived from such a potential function is said to be conservative.
Conservative vector field and its associated potential function.
Explain how to find a potential function for a conservative vector field.
These boundary conditions are directly connected with the potential function of the equation.
The actual existence and potential function of this structure is presently unknown.
The values calculated show a fair interconsistency proving the veracity of the derived potential function.
This has been proposed as one potential function of the sail.
See also
A potential function is a scalar function that defines how the vectors will behave.
Such a function is then called the potential function of the vector field.
The Gibbs potential function AGef is calculated only for allowed conformations.
Another important aspect of contract farming is its potential function as a credit vehicle.
The term potential function may refer to:.
These vacuum expectation values can take any value for which the potential function is a minimum.
Despite this, their potential function has long eluded scientists.
Elements of the theory of the Newtonian potential function.
First, we assigned a potential function to each enzyme by simple and double gene inactivation.
A fitting-parameter in the form of a correction factor to the water-solvent pairwise potential function was required.
The potential function is obtained from extensive geometry optimization procedures for a range of? values.
Therefore, taking the inverse of a potential function turns it into a fitness function, and vice versa.
Schwarz 's Theorem then provides us with a necessary criterion for the existence of a potential function.
At rm, the potential function has the value -ε.
These are also the local maxima of the potential function Figure 3.
This potential function was extended to the d1 and d2 analogs.
CA, And those rockets have another potential function as well, eventually.
An equipotential of a scalar potential function in n-dimensional space is typically an ( n-1 ) dimensional space.
Each costs O ( 1 ) space and time, but decreases the potential function by one.
Therefore, multiplying a potential function by -1 turns it into a fitness function, and vice versa.
Where $V$ is a potential function.
However, the final potential function is not the 0-1 loss error function.
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