Search Results - "Brundu, M."

Invariant multicones for families of matrices by Brundu, M., Zennaro, M.

“…In this paper, we investigate sufficient conditions on the structure of the eigenspaces of a given finite family of matrices to assure the existence of an…”
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Erosive pustular dermatosis of the scalp and Kindler syndrome: a new association by Atzori, L., Lai, M., Lappi, A., Brundu, M.A., Rongioletti, F.

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Parametrization of the orbits of cubic surfaces by BRUNDU, M, LOGAR, A

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Glycolic acid peeling in the treatment of acne by Atzori, L., Brundu, M.A., Orru, A., Biggio, P.

“…Background Glycolic acid chemical peels have been widely accepted as a useful modality in many cutaneous conditions characterized by abnormalities of…”
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Disfiguring Leukoderma Caused by Banned Cosmetics: A Quiz by Atzori, Laura, Zanniello, Ramona, Sarais, Giorgia, Piras, Viviana, Pilloni, Luca, Zucca, Myriam, Brundu, Maria Angela, Rongioletti, Franco

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Reaction Monitoring of Cementing Materials through Multivariate Techniques Applied to time-resolved Synchrotron X-Ray Diffraction Data by A. Taris, M. Grosso, A. Viani, M. Brundu, V. Guida

“…In this work, the setting reaction of magnesium potassium phosphate ceramic (MKPC) from magnesia (MgO) and potassium di-hydrogen phosphate was investigated by…”
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Glycolic acid peeling in the treatment of acne by Atzori, L, Brundu, M.A, Orru, A, Biggio, P

“…BackgroundGlycolic acid chemical peels have been widely accepted as a useful modality in many cutaneous conditions characterized by abnormalities of…”
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On Rational Surfaces Ruled by Conics by Brundu, Michela, Sacchiero, Gianni

“…We study projective rational surfaces ruled by conics, describing their singularities and special fibres. In particular, if Sis smooth, we give a "canonical"…”
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Erosive pustular dermatosis of the scalp and Kindler syndrome: a new association by Atzori, L, Lai, M, Lappi, A, Brundu, M A, Rongioletti, F

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Normal and tangential flatness by Brundu, Michela

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Computing the Equations of a Variety by Brundu, Michela, Stillman, Mike

“…Let$X\subset {\Bbb P}^{n}$be a projective variety or subscheme, and let F be an invertible sheaf on X. A set of global sections of F determines a map from a…”
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