integral operator
C27224
concept
An integral operator is a mapping that transforms a function into another function by integrating it against a given kernel over a specified domain.
Observed surface forms (6)
| Surface form | Occurrences |
|---|---|
| boundary integral operator | 1 |
| family of linear operators | 1 |
| integral kernel | 1 |
| kinetic theory operator | 1 |
| singular integral operator | 1 |
| smoothing operator | 1 |
Instances (8)
| Instance | Via concept surface |
|---|---|
| Boltzmann collision operator | — |
| Markov semigroup | family of linear operators |
|
Hilbert–Schmidt operators
surface form:
Hilbert–Schmidt operator
|
— |
|
Green's functions
surface form:
Green's function
|
integral kernel |
| Riesz transforms | singular integral operator |
| Landau collision operator | kinetic theory operator |
| Steklov operator | boundary integral operator |
| Steklov function | smoothing operator |