Rendiconti di Matematica di Sapienza Università di Roma

	Rendiconti di Matematica e delle sue Applicazioni
ISSN 1120-7183 (print) ISSN 2532-3350 (online) Home Editorial Board Latest articles Published Volumes Historical Notes Editorial Policy Publication Ethics Instructions for Authors Copyright Subscription Information Editorial Office rendmat@mat.uniroma1.it	Back to: Published Volumes Volume 30 (2) (2010) LUCIA ALESSANDRINI Correnti positive e varietà complesse 145-181 RAFAEL HERRERA – YASUYUKI NAGATOMO A note on the topology and geometry of F4I 183-193 Y. BEN CHEIKH – M. GAIED A Dunkl-classical d-symmetric d-orthogonal polynomial set 195-219 MARCO MANETTI A relative version of the ordinary perturbation lemma 221-238

LUCIA ALESSANDRINI
Correnti positive e varietà complesse
145-181
RAFAEL HERRERA – YASUYUKI NAGATOMO
A note on the topology and geometry of F4I
183-193
Y. BEN CHEIKH – M. GAIED
A Dunkl-classical d-symmetric d-orthogonal polynomial set
195-219
MARCO MANETTI
A relative version of the ordinary perturbation lemma
221-238