ZEDDA, Michela
ZEDDA, Michela
MATEMATICA "GIUSEPPE PEANO"
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Risultati 1 - 9 di 9 (tempo di esecuzione: 0.02 secondi).
A note on the uniqueness of solutions for the Yamabe problem
2012-01-01 L. L. de Lima; P. Piccione; M. Zedda
Balanced metrics on Cartan and Cartan–Hartogs domains
2011-01-01 Andrea Loi; Michela Zedda
Balanced metrics on Hartogs domains.
2012-01-01 A. Loi; M. Zedda
Calabi's inhomogeneous Einstein manifold is globally symplectomorphic to R^2n.
2012-01-01 A. Loi; M. Zedda
Canonical metrics on Cartan–Hartogs domains.
2012-01-01 M. Zedda
Global symplectic coordinates on gradient Kaehler-Ricci solitons.
2013-01-01 A. Loi; M. Zedda
Kähler–Einstein submanifolds of the infinite dimensional projective space
2011-01-01 Andrea Loi; Michela Zedda
On bifurcation of solutions of the Yamabe problem in product manifolds.
2012-01-01 L. Lopes De Lima; P. Piccione; M. Zedda
Some remarks on the Kaehler geometry of the Taub-NUT metric.
2012-01-01 A. Loi; M. Zedda; F. Zuddas
Titolo | Data di pubblicazione | Autore(i) | File |
---|---|---|---|
A note on the uniqueness of solutions for the Yamabe problem | 2012 | L. L. de Lima; P. Piccione; M. Zedda | |
Balanced metrics on Cartan and Cartan–Hartogs domains | 2011 | Andrea Loi; Michela Zedda | |
Balanced metrics on Hartogs domains. | 2012 | A. Loi; M. Zedda | |
Calabi's inhomogeneous Einstein manifold is globally symplectomorphic to R^2n. | 2012 | A. Loi; M. Zedda | |
Canonical metrics on Cartan–Hartogs domains. | 2012 | M. Zedda | |
Global symplectic coordinates on gradient Kaehler-Ricci solitons. | 2013 | A. Loi; M. Zedda | |
Kähler–Einstein submanifolds of the infinite dimensional projective space | 2011 | Andrea Loi; Michela Zedda | |
On bifurcation of solutions of the Yamabe problem in product manifolds. | 2012 | L. Lopes De Lima; P. Piccione; M. Zedda | |
Some remarks on the Kaehler geometry of the Taub-NUT metric. | 2012 | A. Loi; M. Zedda; F. Zuddas |