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Annamaria CANINO - Professori Ordinari

Annamaria CANINO

Professori Ordinari

Analisi matematica (MATH-03/A)


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ACADEMIC AND PROFESSIONAL QUALIFICATIONS • 1981 Master’s Degree in Mathematics cum laude • 1981-1984 Fellowship at ISSAS (International Superior School Advanced Studies), Trieste (Italy). • 1984-1992 Researcher at Università della Calabria, Science Faculty. • 1992-2001 Associate Professor (Mathematics Analysis), at Università della Calabria, Engineering Faculty. • From 2001 Full Professor (Mathematics Analysis), at Università della Calabria, Engineering Faculty. • 2001-2008 Coordinator of PHD program in Mathematics at Università della Calabria • 2002-2008 Director of Mathematics Department at Università della Calabria • 2003-2008 Member of Senato Accademico at Università della Calabria Member of • Project Prin “ Critical points theory and non linear differential equations” (Principal Investigator Prof. Vieri Benci, Universita’ di Pisa) • GNAFA RESEARCH INTERESTS • Critical points theory for non regular functionals • Quasi-linear elliptic equations • Singular semi-linear elliptic equations • Variational Bifurcation • Geodetics on non regular sets
ACADEMIC AND PROFESSIONAL QUALIFICATIONS • 1981 Master’s Degree in Mathematics cum laude • 1981-1984 fellowship at ISSAS (International Superior School Advanced Studies), Trieste (Italy). • 1984-1992 Researcher at Università della Calabria, Science Faculty. • 1992-2001 Associate Professor (Mathematics Analysis), at Università della Calabria, Engineering Faculty. • From 2001 Full Professor (Mathematics Analysis), at Università della Calabria, Engineering Faculty. • 2001-2008 Coordinator of PHD program in Mathematics at Università della Calabria • 2002-2008 Director of Mathematics Department at Università della Calabria • 2003-2008 Member of Senato Accademico at Università della Calabria Member of • Project Prin “ Critical points theory and non linear differential equations” (Principal Investigator Prof. Vieri Benci, Universita’ di Pisa) • GNAFA RESEARCH INTERESTS • Critical points theory for non regular functionals • Quasi-linear elliptic equations • Singular semi-linear elliptic equations • Variational Bifurcation • Geodetics on non regular sets
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