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- Federico Giuseppe Legnani, Andrea Saladino, +8 authors Francesco DiMeco
- Acta Neurochirurgica
- 2013

Posterior fossa surgery traditionally implies permanent bone removal. Although suboccipital craniectomy offers an excellent exposure, it could lead to complications. Thus, some authors proposed craniotomy as a valuable alternative to craniectomy. In the present study we compare post-operative complications after craniotomy or craniectomy for posterior fossa… (More)

- Wolfgang Lück, M. Varisco
- 2003

In general the processes of taking a homotopy inverse limit of a diagram of spectra and smashing spectra with a fixed space do not commute. In this paper we investigate under what additional assumptions these two processes do commute. In fact we deal with an equivariant generalization that involves spectra and smash products over the orbit category of a… (More)

Continuously controlled algebra is an important tool for proving the FarrellJones conjecture and the Novikov conjecture. The purpose of this expository article is to present an accessible introduction to continuously controlled algebra and the continuously controlled version of assembly maps.

In general the processes of taking a homotopy inverse limit of a diagram of spectra and smashing spectra with a fixed space do not commute. In this paper we investigate under what additional assumptions these two processes do commute. In fact we deal with an equivariant generalization that involves spectra and smash products over the orbit category of a… (More)

- D. Blaiotta, S. Daneluzzi, D. Fava, D. Lento, M. Varisco
- Broadband Communications
- 1998

Primarily, these notes have been created by the participants of a seminar formed to go through the English language version, available on the arXiv, of the paper [16] whose main result implies the amenability of Thompson’s group F . The seminar has been running sporadically since July 9, 2009. I (Matt Brin) have been acting as recorder for the seminar. A… (More)

- Wolfgang Lück, M. Varisco
- 2015

We prove that the Farrell-Jones assembly map for connective algebraic K-theory is rationally injective, under mild homological finiteness conditions on the group and assuming that a weak version of the Leopoldt-Schneider conjecture holds for cyclotomic fields. This generalizes a result of Bökstedt, Hsiang, and Madsen, and leads to a concrete description of… (More)

We give a brief survey of higher algebraic K-theory and its connection to motivic cohomology. We start with limits and colimits, and then pass to the combinatorial construction of topological spaces by means of “systems of simplices”, usefully mediated by simplicial sets. Definitions of K-theory are offered, and the main theorems are stated. A definition of… (More)

- D. Blaiotta, Lorenzo Faglia, M. Varisco, L. Vezzoli
- Services and Visualization: Towards User-Friendly…
- 1998

- Wolfgang, M. Varisco
- 2003

In general the processes of taking a homotopy inverse limit of a diagram of spectra and smashing spectra with a fixed space do not commute. In this paper we investigate under what additional assumptions these two processes do commute. In fact we deal with an equivariant generalization that involves spectra and smash products over the orbit category of a… (More)