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Tip Realizatori Titlul articolui Secțiunea Pagina Limba
articol de periodic BĂDESCU, Lucian (autor) Constantin Bănică (1942-1991) 563-567
articol de periodic ACHILLES, Rudiger (autor) , MANARESI, Mirella (autor) An algebraic characterization of distinguished varieties of intersection 569-578
articol de periodic ANCONA, Vincenzo (autor) , GAVEAU, Bernard (autor) Theoremes de De Rham sur un espace analytiques 579-594
articol de periodic BALLICO, Edoardo (autor) Vector bundles on low dimensional complex manifolds 595-600
articol de periodic BAUER, Ingrid (autor) , OLIVERIO, Paolo (autor) Infinitesimal Torelli theorem for surfaces with K2=6,x=4 and torsion 601-607
articol de periodic BĂDESCU, Lucian (autor) , BALLICO, Edoardo (autor) Formal rational functions along zero loci of sections of ample vector bundles 609-630
articol de periodic BRÎNZĂNESCU, Vasile (autor) A simple proof of a Bogomolov type ineguality in the case of nonalgebraic surfaces 631-633
articol de periodic LE, POTIER (autor) Faisceaux semi-stables de dimension 1 sur le plan projectif 635-678
articol de periodic MAȘEK, Vladimir (autor) Kodaira-Iitaka and numerical dimensions of algebraic surfaces over the algebraic closure of a finite field 679-685
articol de periodic POPA, Nicolae (autor) Interpolation of Hardy-Lorentz spaces of functions and some applications 687-696
articol de periodic PUTINAR, Mihai (autor) , SCHUMACHER, Georg (autor) , TOMA, Matei (autor) On a criterion of coherence for Frechet analytic sheaves 697-702
articol de periodic SCHUMACHER, Georg (autor) , TOMA, Matei (autor) Moduli of Kahler manifolds equipped with Hermite-Einstein vector bundles 703-719
articol de periodic SZUREK, Michal (autor) Bounds of chern classes of semistable bondles on the quadric Q3 721-728
articol de periodic SZUREK, Michal (autor) , WISNIWWSKI, Jaroslav (autor) Conics, conic fibrations and stable vector bindles of rank 2 on some fano threefolds 729-741
articol de periodic WINKELMANN, Jorg (autor) Every compact complex manifold admits a holomorphic vector bundle 743-744