Ueber den Uebergang von Stoffen aus dem mütterlichen Blute in den Fötus
Objectivité des données financières des entreprises et leur utilisation. (2e partie)
Algorithmic representations of Wermus' constructions of ordinal numbers
Self-intersection of the relative dualizing sheaf on modular curves
Let be an odd and squarefree positive integer divisible by at least two relative prime integers bigger or equal than . Our main theorem is an asymptotic formula solely in terms of for the stable arithmetic self-intersection number of the relative dualizing sheaf for modular curves . From our main theorem we obtain an asymptotic formula for the stable Faltings height of the Jacobian of , and, for sufficiently large , an effective version of Bogomolov’s conjecture for .
The elliptic dynamical quantum group as an -Hopf algebroid.
Nonflat deformations of modules and isolated singularities.
On Roth's pseudo equivalence over rings.
Some properties of the -adic Vandermonde matrix.
Focal power.
Pseudo-similarity and partial unit regularity
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