In: Probability Theory and Related Fields, 2015, vol. 163, no. 1-2, p. 89-121
|
In: Health Policy and Planning, 2018, vol. 33, no. 2, p. 163-170
|
In: Annales de l’Institut Henri Poincaré, Probabilités et Statistiques, 2020, vol. 56, no. 4, p. 2281–2300
We consider a self-avoiding walk model (SAW) on the faces of the square lattice Z2. This walk can traverse the same face twice, but crosses any edge at most once. The weight of a walk is a product of local weights: each square visited by the walk yields a weight that depends on the way the walk passes through it. The local weights are parametrised by angles θ∈[π3,2π3] and satisfy the...
|
In: Cultural Interactions in Medieval Georgia, 2018, p. 207–234
|
In: The Armenian Church of Famagusta and the Complexity of Cypriot Heritage., 2017, p. 143–167
|
In: Approaching Cyprus. Proceedings of the Post-Graduate Conference of Cypriot Archaeology (PoCA) held at the University of East Anglia Norwich 2013., 2016, p. 203–226
|
In: Scientific Reports, 2020, vol. 10, no. 1, p. 1121
The geomagnetic field variations on the continent of Africa are still largely undeciphered for the past two millennia. In spite of archaeological artefacts being reliable recorders of the ancient geomagnetic field strength, only few data have been reported for this continent so far. Here we use the Thellier-Coe and calibrated pseudo- Thellier methods to recover archaeointensity data from...
|
In: Mitteilungen des Kunsthistorischen Institutes in Florenz, 2018, vol. 60, no. 1, p. [200]-219
This article offers a fresh reading of fifteenth- and sixteenth-century architecture in Russia based on methodological assumptions that scholarly debate has rarely taken into account. First of all, the Council of Ferrara and Florence (1437–1439) is considered an important starting point for the renewal of architectural discourse in Russia. Secondly, the Italian contribution to the...
|
In: Cultural Interactions in Medieval Georgia (Scrinium Friburgense; 41), 2018, p. 89-114
|
Thèse de doctorat : Università della Svizzera italiana, 2019 ; 2019INFO007.
Linear barycentric rational interpolants are a particular kind of rational interpolants, defined by weights that are independent of the function f. Such interpolants have recently proved to be a viable alternative to more classical interpolation methods, such as global polynomial interpolants and splines, especially in the equispaced setting. Other kinds of interpolants might indeed suffer...
|