Authors:
BERTIN A
BRUSCHI M
CAPPONI M
COLLAMATI A
DECASTRO S
DONA R
FERRETTI A
GALLI D
GIACOBBE B
MARCONI U
PICCININI M
POLI M
CESARI NS
SPIGHI R
VECCHI S
VEZZANI A
VIGOTTI F
VILLA M
VITALE A
ZOCCOLI A
CORRADINI M
DONZELLA A
RIZZINI EL
VENTURELLI L
ZENONI A
CICALO C
MASONI A
PUDDU G
SERCI S
TEMNIKOV P
USAI G
GORTCHAKOV OE
PRAKHOV SN
ROZHDESTVENSKY AM
SAPOZHNIKOV MG
TRETYAK VI
GIANOTTI P
GUARALDO C
LANARO A
LUCHERINI V
NICHITIU F
PETRASCU C
ROSCA A
ABLEEV V
CAVION C
GASTALDI U
LOMBARDI H
MARON G
VANNUCCI L
VEDOVATO G
BENDISCIOLI G
FILIPPINI V
FONTANA A
MONTAGNA P
ROTONDI A
SAINO A
SALVINI P
SCOGLIO A
BALESTRA F
BERGO D
BOTTA E
BRESSANI T
BUSSA MP
BUSSO L
CALVO D
CERELLO P
COSTA S
DAMIANI P
DENISOV OY
DISEP F
FANARA C
FAVA L
FELICIELLO A
FERRERO L
FILIPPI A
GARFAGNINI R
GRASSO A
MAGGIORA A
MARCELLO S
MIRFAKHRAI N
PANZIERI D
ROSSETTO E
TOSELLO F
VALACCA L
AGNELLO M
IAZZI F
MINETTI B
PAULI G
TESSARO S
SANTI L
Citation: A. Bertin et al., STUDY OF THE F(0)(1500) F(2)(1565) PRODUCTION IN THE EXCLUSIVE ANNIHILATION (N)OVER-BAR-P-]PI(+)PI(+)PI(-) IN FLIGHT/, Physical review. D. Particles and fields, 57(1), 1998, pp. 55-66
Citation: M. Hibti et al., A DECISION-PROCESS FOR THE SATISFIABILITY PROBLEM IN A UNIVERSE OF HEREDITARILY FINITE SETS, Informatique theorique et applications, 31(3), 1997, pp. 205-236
Citation: L. Gonzalezvega et H. Lombardi, SMOOTH PARAMETRIZATIONS FOR SEVERAL CASES OF THE POSITIVSTELLENSATZ, Mathematische Zeitschrift, 225(3), 1997, pp. 427-451
Citation: S. Labhalla et al., ALGORITHMS FOR COMPUTING THE HERMITE REDUCTION OF A POLYNOMIAL MATRIX, Theoretical computer science, 161(1-2), 1996, pp. 69-92
Citation: H. Lombardi et al., THE POSITIVSTELLENSATZ AND SMALL DEDUCTION RULES FOR SYSTEMS OF INEQUALITIES, Mathematische Nachrichten, 181, 1996, pp. 245-259
Citation: S. Labhalla et H. Lombardi, HOMOGRAPHIC TRANSFORMATION APPLIED TO A F INITE OR INFINITE DEVELOPMENT IN A CONTINUED-FRACTION, Acta Arithmetica, 73(1), 1995, pp. 29-41
Citation: L. Gonzalezvega et H. Lombardi, A REAL NULLSTELLENSATZ AND POSITIVSTELLENSATZ FOR THE SEMI-POLYNOMIALS OVER AN ORDERED FIELD, Journal of pure and applied algebra, 90(2), 1993, pp. 167-188