Geometrical significance of the Löwner-Heinz inequality
By E. Andruchow, Gustavo Corach, Demetrio Stojanoff. 2000
47 citations recorded by the source corpus.
Subfields: Applied Mathematics, Geometry and Topology
View Paper: https://www.semanticscholar.org/paper/355ffe2b9f6822222080850ec3f8401f1cc8e36b
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Applied Mathematics
- F. Kıttaneh
- Rajendra Bhatia
- Lajos Molnár
- T. Yamazaki
- Michiya Mori
- Omar Hirzallah
- Pintu Bhunia
- Kallol Paul
In Geometry and Topology
- F. Kıttaneh
- Osamu Hatori
- Rajendra Bhatia
- Lajos Molnár
- Omar Hirzallah
- Wasim Audeh
- Bruno Iannazzo
- Dario Bini
Citations in the corpus
- Isometries of the unitary groups and Thompson isometries of the spaces of invertible positive elements in C*-algebras (2014, background): “As pointed out in [1], for a unital C∗-algebra A the unique geodesic between the elements a, b in the Finsler space A−1 + is given by”
- Metric convexity of symmetric cones (2007, unknown): “In [3], [4] and [9], Andruchow-Corach-Stojanoff and Corach-Porta-Recht have shown the convexity of the distance function along two distinct geodesics and its equi valence to the well-known Loewner-Heinz inequality.”
- The matrix arithmetic-geometric mean inequality revisited (2008, background): “Other papers with different emphases and viewpoints include [3,4,5,18].”