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[tel-04402441] Martingale paraproducts and applications to classical and noncommutative harmonic analysis
18 janvier, par ano.nymous@ccsd.cnrs.fr.invalid (Hao Zhang), Hao ZhangThis thesis is devoted to the study of martingale paraproducts both in the commutative and semicommutative settings. It consists of two parts. The first part is about the bilinear decomposition of pointwise multiplication of elements in martingale Hardy space H^1 and its dual BMO space. We (...) -
[hal-04402437] Report of three imported cases of neurocysticercosis in Guadeloupe
18 janvier, par ano.nymous@ccsd.cnrs.fr.invalid (R. Blaizot), R. BlaizotBackground: Neurocysticercosis is endemic in most countries of Central and South America but has rarely been described in the French West Indies. We aimed to better understand the clinical and radiological presentation of our cases. Case presentation: We report three cases of (...) -
[hal-04401427] On Theta-Type Functions in the Form (x ; q)∞
18 janvier, par ano.nymous@ccsd.cnrs.fr.invalid (Changgui Zhang), Changgui ZhangAs in our previous work [14], a function is said to be of theta-type when its asymptotic behavior near any root of unity is similar to what happened for Jacobi theta functions. It is shown that only four Euler infinite products have this property. That this is the case is obtained by (...) -
[hal-04379553] Vertical climbing in free‐ranging bonobos : An exploratory study integrating locomotor performance and substrate compliance
18 janvier, par ano.nymous@ccsd.cnrs.fr.invalid (François Druelle), François DruelleObjectives Ecological factors and body size shape animal movement and adaptation. Large primates such as bonobos excel in navigating the demanding substrates of arboreal habitats. However, current approaches lack comprehensive assessment of climbing performance in free‐ranging individuals, (...) -
[hal-04401413] On the vanishing of coefficients of the powers of a theta function
18 janvier, par ano.nymous@ccsd.cnrs.fr.invalid (Jacques Sauloy), Jacques SauloyA result on the Galois theory of q-difference equations (Sauloy in Théorie analytique locale des équations aux q-différences de pentes arbitraires. See arXiv:2006.03237v1, 2020) leads to the following question: If q ∈ C * , |q| < 1 and if one sets θ q (z) := m∈Z q m(m-1)/2 z m , can some (...)