Category:Definitions/Fredholm Operators
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This category contains definitions related to Fredholm Operators.
Related results can be found in Category:Fredholm Operators.
Let $U, V$ be vector spaces.
Let $T: U \to V$ be a linear transformation.
$T$ is a Fredholm operator if and only if:
- $(1): \quad \map \ker T$ is finite-dimensional
- $(2): \quad$ the quotient space $V / \Img T$ is finite-dimensional
Pages in category "Definitions/Fredholm Operators"
The following 4 pages are in this category, out of 4 total.