We prove a Kahane-Khinchin type result with a few random vectors, which are distributed independently with respect to an arbitrary log-concave probability measure on Rn. This is an application of small ball estimate and Chernoff’s method, that has been recently used in the context of Asymptotic Geometric Analysis in [1], [2].

Motivated by isotropic fully developed turbulence, we define a theory of symmetric matrix valued isotropic Gaussian multiplicative chaos. Our construction extends the scalar theory developed by J.P. Kahane in 1985.

A substantial body of evidence indicates that utilitarian judgments (favoring the greater good) made in response to difficult moral dilemmas are preferentially supported by controlled, reflective processes, whereas deontological judgments (favoring rights/duties) in such cases are preferentially supported by automatic, intuitive processes. A recent neuroimaging study by Kahane et al. challenges...

One of the most resolute dichotomies in modern and contemporary study religion is that between good/bad religions. The bases for making such judgments are fluid, but outcome generally recognizable; “good” religions good religious practitioners adhere to expectations norms bourgeois modern. reasons endurance dichotomy historical, rooted rise as an academic discipline, globally United States; eco...

A substantial body of evidence indicates that utilitarian judgments (favoring the greater good) made in response to difficult moral dilemmas are preferentially supported by controlled, reflective processes, whereas deontological judgments (favoring rights/duties) in such cases are preferentially supported by automatic, intuitive processes. A recent neuroimaging study by Kahane et al. challenges...

We extend Kahane-Khinchin type inequalities to the case p > −2. As an application we verify the slicing problem for the unit balls of finite-dimensional spaces that embed in Lp, p > −2.

Let Pn(z) = ∑n k=0 ak,nz k ∈ C[z] be a sequence of unimodular polynomials (|ak,n| = 1 for all k, n) which is ultraflat in the sense of Kahane, i.e., lim n→∞ max |z|=1 ∣