A New Sampling Design for Swiss Farm Accountancy Data Network (FADN) Data

Agricultural Finance,

On (non-)local-connectivity of some Julia sets

This article deals with the question of local connectivity of the Julia set of polynomials and rational maps. It essentially presents conjectures and questions

Herman's condition and critical points on the boundary of Siegel disks of polynomials with two critical values

We extend a theorem of Herman from the case of unicritical polynomials to the case of polynomials with two finite critical values. This theorem states that Siegel disks of such polynomials, under a diophantine condition (called Herman's condition) on the rotation number, must have a critical point on their boundaries.Comment: 28 pages. The final publication is available at Springer via http://dx.doi.org/10.1007/s00220-016-2614-

On (non-)local-connectivity of some Julia sets

This article deals with the question of local connectivity of the Julia set of polynomials and rational maps. It essentially presents conjectures and questions.Comment: 28 pages, 3 figure

The monetary-fiscal mix through mid-1976

Monetary policy ; Fiscal policy

The FOMC in 1974: monetary policy during economic uncertainty

Federal Open Market Committee ; Monetary policy