Density of rational points on an algebraic group. Errata. (Densité des points rationnels sur un groupe algébrique (errata).)
Density of rational points on cyclic covers of
We obtain upper bound for the density of rational points on the cyclic covers of . As our estimate tends to the conjectural bound of Serre.
Density of rational points on elliptic fibrations
Density of rational points on elliptic fibrations-II
Density of rational points on elliptic surfaces
Der Definitionskörper für den Zerfall einer abelschen Varietät mit komplexer Multiplikation.
Der Flächenbüschel zweiter Ordnung in synthetischer Behandlung. Von H. Müller in Freiburg i. Br.
Der Führer einer Gorensteinvarietät.
Der Gauß-Manin- Zusammenhang isolierter Singularitäten von vollständigen Durchschnitten.
Der Grad erzeugender Funktionen von Invariantenringen.
Der Hilbertsche Irreduzibilitätssatz und Primzahlfragen.
Der Satz von Grauert-Mülich für beliebige semistabile holomorphe Vektorbündel über dem n-dimensionalen komplex-projektiven Raum.
Der Überlagerungsradius gewisser algebraischer Kurven und die Werte der Betafunktion an rationalen Stellen.
Derivations of Negative Weight and Non-Smoothability of Certain Singularities.
Derivatives of Eisenstein series and generating functions for arithmetic cycles
Derived categories of coherent sheaves on rational homogeneous manifolds.
Derived category of toric varieties with small Picard number
This paper aims to construct a full strongly exceptional collection of line bundles in the derived category D b(X), where X is the blow up of ℙn−r ×ℙr along a multilinear subspace ℙn−r−1×ℙr−1 of codimension 2 of ℙn−r ×ℙr. As a main tool we use the splitting of the Frobenius direct image of line bundles on toric varieties.
Derived invariance of the number of holomorphic -forms and vector fields
We prove that smooth projective varieties with equivalent derived categories have isogenous Picard varieties. In particular their irregularity and number of independent vector fields are the same. This implies that all Hodge numbers are the same for arbitrary derived equivalent threefolds, as well as other consequences of derived equivalence based on numerical criteria.
Derived quot schemes
Derived tubular algebras and APR-tilts