Examples of 'differential operator' in a sentence
Meaning of "differential operator"
differential operator: In mathematics, a mathematical operator that performs differentiation on functions. It is commonly used in calculus to find derivatives of functions with respect to one or more variables
Show more definitions
- An operator defined as a function of the differentiation operator (the operator which maps functions to their derivatives).
How to use "differential operator" in a sentence
Basic
Advanced
differential operator
The momentum operator is an example of a differential operator.
A vector operator is a differential operator used in vector calculus.
See the coordinate independent description of a differential operator.
Approximation of a differential operator by difference operators.
The analysis of these problems involves the eigenfunctions of a differential operator.
Which is a differential operator of sixth order.
Representation theorems for solutions of differential operator equations.
The most common differential operator is the action of taking derivative.
It needs special consideration because it involves the laplacian differential operator.
The exponential over a differential operator is understood as a power series.
The operator Rk is a conformally covariant first order differential operator.
The pseudoinverse of an elliptic differential operator is almost never a differential operator.
Any polynomial in D with function coefficients is also a differential operator.
The differential operator.
Principal part of a differential operator.
See also
In mathematics, a differential operator is an operator defined as a function of the differentiation operator.
Then suddenly the constant function sees a differential operator approaching and runs away.
The differential operator of each charge limiting circuit comprises a feedback loop ;.
A PDE can be expressed as a differential operator applied to a function.
Jordan noted that the commutation relations ensure that P acts as a differential operator.
Of this differential operator.
This is a type of first-order algebraic differential operator.
The index of an elliptic differential operator obviously vanishes if the operator is self adjoint.
Which proves self-adjointness of the differential operator.
The symbol of a differential operator has broad applications to Fourier analysis.
EPMATHMARKEREP is the differential operator.
This differential operator 7 comprises two input terminals and one output terminal.
Another vector field acts as a differential operator component-wise.
The differential operator del, also called nabla operator, is an important vector differential operator.
To give an example, every constant-coefficient differential operator is unitarily equivalent to a multiplication operator.
This is the most general form of a second-order divergence form linear elliptic differential operator.
The Schwartz kernel of any differential operator can be written as an oscillatory integral.
Feedback loop 9 links the second input terminal to the output terminal of the differential operator 7.
Let P be a linear differential operator of order k on the Euclidean space Rd.
More generally, we consider the perturbated Legendre differential operator.
Del is a vector differential operator represented by the symbol ∇ nabla.
Here, L stands for a linear differential operator.
Now, we must continue the differential operator to the central point x in the punctured neighborhood.
First we return on A. El Kacimi 's point of view on transversally elliptic basic differential operator.
In mathematical analysis a pseudo-differential operator is an extension of the concept of differential operator.
Where ☐ is the d'Alembertian partial differential operator.
Where the differential operator I is a linear operator, and y is the unknown function.
The symbol " s " represents a time differential operator.
Notations = = The most common differential operator is the action of taking the derivative itself.
The vectorial differential operator?
Another differential operator is the Θ operator, or theta operator, defined by [ 1 ].
Of course, here I is the differential operator given by,.
Is represented in terms of a differential operator is the time-independent Schrödinger equation in quantum mechanics,.
In vector calculus, del is a vector differential operator, usually represented by the nabla symbol ∇.
D * is a differential operator.
You'll also be interested in:
Examples of using Differential
Show more
Special requirements for differential flow measurement
Differential current measurement at single phase systems
A reduction of this cost differential would be desirable
Examples of using Operator
Show more
Check the network operator coverage map
The operator has to wear ear protection
The standards specify operator training requirements
