Hardy-type inequalities and the associated operators form a cornerstone of modern analysis, providing robust methods to estimate function norms through integral inequalities. These results are not ...
The Operator Kantorovich Inequality (R2 - r2)u*(a* a)u ≤ R2(u* a* u)(u* au) holds for a wide class of operators a on a Hilbert space H and all operators u: K → H for which [ a] u is a partial isometry ...
Some results have been hidden because they may be inaccessible to you
Show inaccessible results