[martinazz]

Luca Martinazzi

Associate Professor, University of Padua

Email: luca.martinazzi AT math.unipd.it

Home-page: http://www.math.unipd.it/~martinaz/

arxiv id: 0000-0001-5589-6893

Available papers (25):

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A. Hyder - L. Martinazzi (preprint)
Gluing metrics with prescribed $Q$-curvature and different asymptotic behaviour in dimension $6$ (2018)
A. Hyder - S. Iula - L. Martinazzi (preprint)
Large blow-up sets for the prescribed Q-curvature equation in the Euclidean space (2016)
G. Mancini - L. Martinazzi (preprint)
The Moser-Trudinger inequality and its extremals on a disk via energy estimates (2016)
F. Da Lio - L. Martinazzi (preprint)
The nonlocal Liouville-type equation in $\mathbb{R}$ and conformal immersions of the disk with boundary singularities (2016)
L. Martinazzi (preprint)
Fractional Adams-Moser-Trudinger type inequalities (2015)
S. Iula - A. Maalaoui - L. Martinazzi (preprint)
A fractional Moser-Trudinger type inequalitiy in one dimension and its critical points (2015)
A. Maalaoui - L. Martinazzi - A. Schikorra (preprint)
Blow-up behaviour of a fractional Adams-Moser-Trudinger type inequality in odd dimension (2015)
F. Da Lio - L. Martinazzi - T. Rivière (preprint)
Blow-up analysis of a nonlocal Liouville-type equation (2015)
A. Hyder - L. Martinazzi (Submitted Paper)
Conformal metrics on $R^{2m}$ with constant Q-curvature, prescribed volume and asymptotic behavior (2014)
L. Martinazzi (Ann. Inst. Henri Poincaré (C))
Conformal metrics on $\mathbb{R}^{2m}$ with constant Q-curvature and large volume (2013)
T. Jin - A. Maalaoui - L. Martinazzi - J. Xiong (preprint)
Existence and asymptotics for solutions of a non-local Q-curvature equation in dimension three (2013)
A. Malchiodi - L. Martinazzi (Accepted Paper: J. Eur. Math. Soc. (JEMS))
Critical points of the Moser-Trudinger functional on a disk (2012)
L. Martinazzi (preprint)
Conformal metrics on R^{2m} with constant Q-curvature and large volume (2012)
C. Mantegazza - L. Martinazzi (Ann. Sc. Norm. Super. Pisa Cl. Sci.)
A Note on Quasilinear Parabolic Equations on Manifolds (2012)
L. Ambrosio - G. De Philippis - L. Martinazzi (Manuscripta Math.)
Gamma-convergence of nonlocal perimeter functionals (2011)
F. De Marchis - A. Malchiodi - L. Martinazzi (preprint)
Critical points of the Moser-Trudinger functional (2011)
L. Martinazzi (Accepted Paper: Journal Funct. Anal.)
A note on $n$-axially symmetric harmonic maps from $B^3$ to $S^2$ minimizing the relaxed energy (2011)
L. Martinazzi (Commun. Contemp. Math.)
Quantization for the prescribed Q-curvature equation on open domains (2011)
L. Martinazzi - M. Struwe (Accepted Paper: Math. Z.)
Quantization for an elliptic equation of order 2m with critical exponential non-linearity (2010)
L. Martinazzi - M. Petrache (Accepted Paper: Manuscripta Math.)
Existence of solutions to a higher dimensional mean-field equation on manifolds (2010)
L. Martinazzi - M. Petrache (Comm. Partial Differential Equations)
Asymptotics and quantization for a mean-field equation of higher order (2010)
L. Martinazzi (Calc. Var. Partial Differential Equations)
A threshold phenomenon for embeddings of $H^m_0$ into Orlicz spaces (2009)
L. Martinazzi (J. Functional Anal.)
Concentration-compactness phenomena in the higher order Liouville's equation (2009)
L. Martinazzi (Math. Z.)
Classification of solutions to the higher order Liouville's equation on R^{2m} (2009)
L. Martinazzi (Rend. Lincei Mat. Appl.)
Conformal metrics on $\R^{2m}$ with constant Q-curvature (2008)

Seminars:

23 may 2018: A new gluing phenomenon for metrics of prescribed Q-curvature in dimension 6
16 feb 2017: Critical points and extremals of the Moser-Trudinger inequality in two dimension
14 jul 2015: The fractional Liouville equation in dimension 1 - Compactness and quantization
15 dec 2010: The relaxed energy for harmonic maps from B^3 into S^2.
4 nov 2009: An application of Q-curvature to the Adams-Moser-Trudinger embedding

Organizer:

23 jun 2014 - 18 jul 2014: Summer School on Geometric Measure Theory and Geometric Analysis
10 jun 2014 - 14 jun 2014: Recent advances in non-local and non-linear analysis: theory and applications

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