منابع مشابه
Ambiguous Tipping Points∗
We analyze the policy implications of aversion to Knightian uncertainty (or ambiguity) about the possibility of tipping points. We demonstrate two channels through which uncertainty aversion affects optimal policy in the general setting. The first channel relates to the policy’s effect on the probability of tipping, and the second channel to its differential impact in the preand post-tipping re...
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Let C be the image of a canonical embedding φ of the Atkin-Lehner quotient X + 0 (N) associated to the Fricke involution w N. Suppose φ is defined over the rationals. In this note we give some collinearity relations among rational points of C, for each X + 0 (N) of genus 3 and the first X + 0 (N) of genus 4, for N prime.
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Given a finite point set P in the plane, let b(P ) be the smallest number of points q1, q2, . . . not belonging to P which together block all visibilities between elements of P , that is, every open segment whose endpoints belong to P contains at least one point qi. Let b(n) denote the minimum of b(P ) over all n-element point sets P , with no three points on the same line. It is known that 2n ...
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motivated by a celebrated theorem of schur, we show that if~$gamma$ is a normal subgroup of the full automorphism group $aut(g)$ of a group $g$ such that $inn(g)$ is contained in $gamma$ and $aut(g)/gamma$ has no uncountable abelian subgroups of prime exponent, then $[g,gamma]$ is finite, provided that the subgroup consisting of all elements of $g$ fixed by $gamma$ has finite index. so...
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ژورنال
عنوان ژورنال: Nagoya Mathematical Journal
سال: 1971
ISSN: 0027-7630,2152-6842
DOI: 10.1017/s0027763000014458