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An account is given of the latest developments of the AMoRe package: new rotational search algorithms, exploitation of noncrystallographic symmetry, generation and use of ensemble models and interactive graphical molecular replacement.

- Simone Diverio, Stefano Trapani
- 2009

We show that for every smooth generic projective hyper-surface X ⊂ P n+1 , there exists a proper subvariety Y X such that codimX Y ≥ 2 and for every non constant holomorphic entire map f : C → X one has f (C) ⊂ Y , provided deg X ≥ 2 n 5. In particular , we obtain an effective confirmation of the Kobayashi conjecture for threefolds in P 4 .

- Georg Schumacher, Stefano Trapani
- 2008

- Filippo Bracci, Giorgio Patrizio, Stefano Trapani
- 2005

Many animal and plant viruses rely on vectors for their transmission from host to host. Grapevine fanleaf virus (GFLV), a picorna-like virus from plants, is transmitted specifically by the ectoparasitic nematode Xiphinema index. The icosahedral capsid of GFLV, which consists of 60 identical coat protein subunits (CP), carries the determinants of this… (More)

- Georg Schumacher, Stefano Trapani
- 2008

We study the Weil-Petersson geometry for holomor-phic families of Riemann Surfaces equipped with the unique conical metric of constant curvature −1.

- Stefano Trapani
- 1996

Let S be a generic submanifold of C N of real codimension m. In this work we continue the study, carried over by various authors, of the set of analytic discs attached to S. Moreover we look at the subspaces of C N obtained by evaluating at 0 and at 1, holomorphic maps which are the infinitesimal deformations of analytic discs attached to S.

BACKGROUND
Hypoxanthine-guanine phosphoribosyltransferase (HGPRT) (EC 2.4.2.8) is a central enzyme in the purine recycling pathway. Parasitic protozoa of the order Kinetoplastida cannot synthesize purines de novo and use the salvage pathway to synthesize purine bases, making this an attractive target for antiparasitic drug design.
RESULTS
The glycosomal… (More)

- Claudio Macci, Stefano Trapani
- 2013

We prove the large deviation principle for the posterior distributions on the (unknown) parameter of a multivariate autoregressive process with i.i.d. Normal innovations. As a particular case, we recover a previous result for univariate first-order autoregressive processes. We also show that the rate function can be expressed in terms of the divergence… (More)