Search results for "Jacob"

Jacob Viner and the Chicago monetary tradition

2009

The paper aims at assessing Jacob Viner's role in that brand of monetary thought which historians associate with the Chicago School and whose origins can be retraced in the writings and teaching of Frank Knight, Lloyd Mints, Henry Simons and Viner himself. After a brief description of the prolonged debate over the origins and nature of the so called “Chicago Monetary Tradition”, we examine Viner's analyses and policy proposals drawing particular attention to: his analysis of the Great depression; his proposals for monetary expansion and banking reform; his shift of emphasis in favour of Fiscal Policy; the evolution of its monetary framework in the early 1930's. Finally, we compare his posit…

From the great depression to bretton woods: Jacob Viner and international monetary stabilization (1930-1945)

2009

This paper examines Jacob Viner's contribution to the debate and the policy decision-making concerning international monetary policy from the Great Depression to the Bretton Woods agreements. An outstanding member of the so-called 'early Chicago School of Political Economy', Viner was actively engaged in the debate over the causes and cures of the Depression, emphasizing the important role international economic problems played in producing its onset and in reinforcing its duration. During the 1930s Viner was an outspoken supporter of international monetary cooperation, set up to secure exchange rates stability, which he regarded as a paramount factor in restoring business confidence and fo…

The periods of the generalized Jacobian of a complex elliptic curve

2015

Abstract We show that the toroidal Lie group G = ℂ2/Λ, where Λ is the lattice generated by (1, 0), (0, 1) and (τ̂, τ͂), with τ̂ ∉ ℝ, is isomorphic to the generalized Jacobian JL of the complex elliptic curve C with modulus τ̂, defined by any divisor class L ≡ (M) + (N) of C fulfilling M − N = [℘ (τ͂) : ℘´(τ͂) : 1] ∈ C. This follows from an apparently new relation between the Weierstrass sigma and elliptic functions.

Isotropic p-harmonic systems in 2D Jacobian estimates and univalent solutions

2016

The core result of this paper is an inequality (rather tricky) for the Jacobian determinant of solutions of nonlinear elliptic systems in the plane. The model case is the isotropic (rotationally invariant) p-harmonic system ...

Imagología: un emblema holandés del siglo XVIII sobre la imagen del español

2009

El presente artículo analiza el emblema «De Spanjaart» [«El español»] del libro StichtelykZinnebeelden [Emblemas edificantes] de Arnold Houbraken y GezineBrit (Amsterdam, 1723) a la luz de los estereotipos que sobre la imagen de los españoles prevalecían por entonces en Holanda y en el contexto de la disciplina de la Imagología. The present article analyzes the emblem «De Spanjaart» [«The Spaniard»] from the book Stichtelyk Zinnebeelden [Edifying Emblems] by Arnold Houbrakenand Gezine Brit (Amsterdam, 1723) in the light of the stereotypes of the image of Spaniards prevalent in Holland at that time and in the context of the discipline ofImagology (Imagestudies).

Tool-Point Control for a Redundant Heave Compensated Hydraulic Manipulator

2012

Abstract In this paper, theoretical and experimental implementation of heave compensation on a redundant hydraulically actuated manipulator with 3-dof has been carried out. The redundancy is solved using the pseudo-inverse Jacobian method. Techniques for minimizing velocities and avoiding mechanical joint saturations is implemented in the null space joint motion. Model based feed-forward, combined with a PI-controller handles the velocity control of each joint. A time domain simulation model has been developed, experimentally verified, and used for controller parameter tuning. Model verification and experimental results are obtained while the manipulator is exposed to wave disturbances crea…

Echi dal mondo antico nel racconto della natività: il Protoevangelium Jacobi e il Liber de nativitate Salvatoris

2018

CLEAR: Covariant LEAst-Square Refitting with Applications to Image Restoration

2017

International audience; In this paper, we propose a new framework to remove parts of the systematic errors affecting popular restoration algorithms, with a special focus for image processing tasks. Generalizing ideas that emerged for $\ell_1$ regularization, we develop an approach re-fitting the results of standard methods towards the input data. Total variation regularizations and non-local means are special cases of interest. We identify important covariant information that should be preserved by the re-fitting method, and emphasize the importance of preserving the Jacobian (w.r.t. the observed signal) of the original estimator. Then, we provide an approach that has a ``twicing'' flavor a…

PRINCIPAL POLYNOMIAL ANALYSIS

2014

© 2014 World Scientific Publishing Company. This paper presents a new framework for manifold learning based on a sequence of principal polynomials that capture the possibly nonlinear nature of the data. The proposed Principal Polynomial Analysis (PPA) generalizes PCA by modeling the directions of maximal variance by means of curves instead of straight lines. Contrarily to previous approaches PPA reduces to performing simple univariate regressions which makes it computationally feasible and robust. Moreover PPA shows a number of interesting analytical properties. First PPA is a volume preserving map which in turn guarantees the existence of the inverse. Second such an inverse can be obtained…

Quotients of Fermat curves and a Hecke character

2005

AbstractWe explicitly identify infinitely many curves which are quotients of Fermat curves. We show that some of these have simple Jacobians with complex multiplication by a non-cyclotomic field. For a particular case we determine the local zeta functions with two independent methods. The first uses Jacobi sums and the second applies the general theory of complex multiplication, we verify that both methods give the same result.