00958nam0-2200313---450 99000866093040332120171023150922.0000866093FED01000866093(Aleph)000866093FED0100086609320080519d1996----km-y0itay50------baitaITa-------001yy<<Il >>tempo, l'architettura, l'uomoricostruzione del Padiglione d'arte contemporanea di MilanoBruna GinammiMilanoA&Mbookstorec1996XIII, [86] p.ill.30 cmMilanoPadiglione d'arte contemporaneaRicostruzioneFotografieGinammi,Bruna308417ITUNINARICAUNIMARCBK99000866093040332110.5243112DARSTINU C 4581756FARBCFARBCDARSTTempo, l'architettura, l'uomo715570UNINA04386oam 22011534 450 991097230830332120250426110137.0978661383148497814623911721462391176978145275619614527561989781283519038128351903897814519861361451986130(CKB)3360000000444051(EBL)3014355(SSID)ssj0000941493(PQKBManifestationID)11509469(PQKBTitleCode)TC0000941493(PQKBWorkID)10964026(PQKB)11547009(OCoLC)698585567(IMF)WPIEE2006169(MiAaPQ)EBC3014355(IMF)WPIEA2006169WPIEA2006169(EXLCZ)99336000000044405120020129d2006 uf 0engur|n|---|||||txtccrInstitutions versus Geography : Subnational Evidence from the United States /Alma Romero-Barrutieta, Eric Clifton1st ed.Washington, D.C. :International Monetary Fund,2006.1 online resource (26 p.)IMF Working Papers"July 2006".9781451864298 1451864299 Includes bibliographical references.""Contents""; ""I. INTRODUCTION""; ""II. INSTITUTIONS AND GEOGRAPHY""; ""III. DATA""; ""IV. EVIDENCE""; ""V. CONCLUSIONS""; ""References""Empirical studies of the impact of geography and institutions on growth and development at the international level have become common place, but the high degree of abstraction at that level has led to calls for subnational studies. This paper examines these issues for a region of the United States, Appalachia, where the specific factors at play are identified and measured thus obviating the need for instrumental variable techniques. The evidence suggests that initial conditions, including both geography and institutions, are very important for economic development, having significant effects lasting hundreds of years.IMF Working Papers; Working Paper ;No. 2006/169Economic developmentEconomic geographyEconometric Modeling: GeneralimfEconometric modelsimfEconometrics & economic statisticsimfEconometricsimfEstimation techniquesimfEstimationimfIncomeimfInstitutional arrangements for revenue administrationimfMacroeconomicsimfPersonal incomeimfPersonal Income, Wealth, and Their DistributionsimfPoverty & precarityimfPoverty and HomelessnessimfPovertyimfPublic finance & taxationimfPublic FinanceimfRevenueimfSpatial modelsimfTaxation, Subsidies, and Revenue: GeneralimfWelfare, Well-Being, and Poverty: GeneralimfUnited StatesimfEconomic development.Economic geography.Econometric Modeling: GeneralEconometric modelsEconometrics & economic statisticsEconometricsEstimation techniquesEstimationIncomeInstitutional arrangements for revenue administrationMacroeconomicsPersonal incomePersonal Income, Wealth, and Their DistributionsPoverty & precarityPoverty and HomelessnessPovertyPublic finance & taxationPublic FinanceRevenueSpatial modelsTaxation, Subsidies, and Revenue: GeneralWelfare, Well-Being, and Poverty: GeneralRomero-Barrutieta Alma1816460Clifton Eric1816461DcWaIMFBOOK9910972308303321Institutions versus Geography4372550UNINA05510nam 2200709Ia 450 991101995240332120200520144314.09786612687655978128268765312826876549783527628025352762802997835276280323527628037(CKB)1000000000790070(EBL)481783(OCoLC)441894470(SSID)ssj0000340199(PQKBManifestationID)11233222(PQKBTitleCode)TC0000340199(PQKBWorkID)10387433(PQKB)11086334(MiAaPQ)EBC481783(Perlego)2763831(EXLCZ)99100000000079007020081029d2009 uy 0engur|n|---|||||txtccrMathematical analysis of evolution, information, and complexity /edited by Wolfgang Arendt and Wolfgang P. SchleichWeinheim Wiley-VCHc20091 online resource (504 p.)Description based upon print version of record.9783527408306 3527408304 Includes bibliographical references and index.Mathematical Analysis of Evolution, Information, and Complexity; Contents; Preface; List of Contributors; Prologue; 1 Weyl's Law; 1.1 Introduction; 1.2 A Brief History of Weyl's Law; 1.2.1 Weyl's Seminal Work in 1911-1915; 1.2.2 The Conjecture of Sommerfeld (1910); 1.2.3 The Conjecture of Lorentz (1910); 1.2.4 Black Body Radiation: From Kirchhoff to Wien's Law; 1.2.5 Black Body Radiation: Rayleigh's Law; 1.2.6 Black Body Radiation: Planck's Law and the Classical Limit; 1.2.7 Black Body Radiation: The Rayleigh-Einstein-Jeans Law; 1.2.8 From Acoustics to Weyl's Law and Kac's Question1.3 Weyl's Law with Remainder Term. I1.3.1 The Laplacian on the Flat Torus T(2); 1.3.2 The Classical Circle Problem of Gauss; 1.3.3 The Formula of Hardy-Landau-Voronoï; 1.3.4 The Trace Formula on the Torus T(2) and the Leading Weyl Term; 1.3.5 Spectral Geometry: Interpretation of the Trace Formula on the Torus T(2) in Terms of Periodic Orbits; 1.3.6 The Trace of the Heat Kernel on d-Dimensional Tori and Weyl's Law; 1.3.7 Going Beyond Weyl's Law: One can Hear the Periodic Orbits of the Geodesic Flow on the Torus T(2); 1.3.8 The Spectral Zeta Function on the Torus T(2)1.3.9 An Explicit Formula for the Remainder Term in Weyl's Law on the Torus T(2) and for the Circle Problem1.3.10 The Value Distribution of the Remainder Term in the Circle Problem; 1.3.11 A Conjecture on the Value Distribution of the Remainder Term in Weyl's Law for Integrable and Chaotic Systems; 1.4 Weyl's Law with Remainder Term. II; 1.4.1 The Laplace-Beltrami Operator on d-Dimensional Compact Riemann Manifolds M(d) and the Pre-Trace Formula; 1.4.2 The Sum Rule for the Automorphic Eigenfunctions on M(d); 1.4.3 Weyl's Law on M(d) and its Generalization by Carleman1.4.4 The Selberg Trace Formula and Weyl's Law1.4.5 The Trace of the Heat Kernel on M(2); 1.4.6 The Trace of the Resolvent on M(2) and Selberg's Zeta Function; 1.4.7 The Functional Equation for Selberg's Zeta Function Z(s); 1.4.8 An Explicit Formula for the Remainder Term in Weyl's Law on M(2) and the Hilbert-Polya Conjecture on the Riemann Zeros; 1.4.9 The Prime Number Theorem vs. the Prime Geodesic Theorem on M(2); 1.5 Generalizations of Weyl's Law; 1.5.1 Weyl's Law for Robin Boundary Conditions; 1.5.2 Weyl's Law for Unbounded Quantum Billiards; 1.6 A Proof of Weyl's Formula1.7 Can One Hear the Shape of a Drum?1.8 Does Diffusion Determine the Domain?; References; 2 Solutions of Systems of Linear Ordinary Differential Equations; 2.1 Introduction; 2.2 The Exponential Ansatz of Magnus; 2.3 The Feynman-Dyson Series, and More General Perturbation Techniques; 2.4 Power Series Methods; 2.4.1 Regular Points; 2.4.2 Singularities of the First Kind; 2.4.3 Singularities of Second Kind; 2.5 Multi-Summability of Formal Power Series; 2.5.1 Asymptotic Power Series Expansions; 2.5.2 Gevrey Asymptotics; 2.5.3 Asymptotic Existence Theorems; 2.5.4 k-Summability2.5.5 Multi-SummabilityMathematical Analysis of Evolution, Information, and Complexity deals with the analysis of evolution, information and complexity. The time evolution of systems or processes is a central question in science, this text covers a broad range of problems including diffusion processes, neuronal networks, quantum theory and cosmology. Bringing together a wide collection of research in mathematics, information theory, physics and other scientific and technical areas, this new title offers elementary and thus easily accessible introductions to the various fields of research addressed in the book. Mathematical physicsMathematical analysisBoundary value problemsWeyl theoryMathematical physics.Mathematical analysis.Boundary value problemsWeyl theory.515530.15Arendt Wolfgang1950-54059Schleich Wolfgang65818MiAaPQMiAaPQMiAaPQBOOK9911019952403321Mathematical analysis of evolution, information, and complexity4421853UNINA