Sentence examples for mapping of index from inspiring English sources

Let L be a Fredholm mapping of index zero.

This means L is a Fredholm mapping of index zero.

Hence, is a Fredholm mapping of index zero.

Therefore, L is a Fredholm mapping of index zero.

Therefore, is a Fredholm mapping of index zero.

Let be two Banach spaces, and let be a Fredholm mapping of index zero.

The mapping will be called a Fredholm mapping of index zero if and is closed in.

Thus, dim Ker   codim Im, and is a linear Fredholm mapping of index zero.

Let be a Fredholm mapping of index zero and let be -compact on.

Lemma 3.2 The operator L is a Fredholm mapping of index zero.

Let L be a Fredholm mapping of index zero and N be L-compact on Ω̅.