Democracy for All? V-Dem Annual Democracy Report 2018
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
11 Practice Lesso N 4 R O U N D W H Ole Nu M Bers U N It 1
CC04MM RPPSTG TEXT.indb 11 © Practice and Problem Solving Curriculum Associates, LLC Copying isnotpermitted. Practice Lesson 4 Round Whole Numbers Whole 4Round Lesson Practice Lesson 4 Round Whole Numbers Name: Solve. M 3 Round each number. Prerequisite: Round Three-Digit Numbers a. 689 rounded to the nearest ten is 690 . Study the example showing how to round a b. 68 rounded to the nearest hundred is 100 . three-digit number. Then solve problems 1–6. c. 945 rounded to the nearest ten is 950 . Example d. 945 rounded to the nearest hundred is 900 . Round 154 to the nearest ten. M 4 Rachel earned $164 babysitting last month. She earned $95 this month. Rachel rounded each 150 151 152 153 154 155 156 157 158 159 160 amount to the nearest $10 to estimate how much 154 is between 150 and 160. It is closer to 150. she earned. What is each amount rounded to the 154 rounded to the nearest ten is 150. nearest $10? Show your work. Round 154 to the nearest hundred. Student work will vary. Students might draw number lines, a hundreds chart, or explain in words. 100 110 120 130 140 150 160 170 180 190 200 Solution: ___________________________________$160 and $100 154 is between 100 and 200. It is closer to 200. C 5 Use the digits in the tiles to create a number that 154 rounded to the nearest hundred is 200. makes each statement true. Use each digit only once. B 1 Round 236 to the nearest ten. 1 2 3 4 5 6 7 8 9 Which tens is 236 between? Possible answer shown. -
Literariness.Org-Mareike-Jenner-Auth
Crime Files Series General Editor: Clive Bloom Since its invention in the nineteenth century, detective fiction has never been more pop- ular. In novels, short stories, films, radio, television and now in computer games, private detectives and psychopaths, prim poisoners and overworked cops, tommy gun gangsters and cocaine criminals are the very stuff of modern imagination, and their creators one mainstay of popular consciousness. Crime Files is a ground-breaking series offering scholars, students and discerning readers a comprehensive set of guides to the world of crime and detective fiction. Every aspect of crime writing, detective fiction, gangster movie, true-crime exposé, police procedural and post-colonial investigation is explored through clear and informative texts offering comprehensive coverage and theoretical sophistication. Titles include: Maurizio Ascari A COUNTER-HISTORY OF CRIME FICTION Supernatural, Gothic, Sensational Pamela Bedore DIME NOVELS AND THE ROOTS OF AMERICAN DETECTIVE FICTION Hans Bertens and Theo D’haen CONTEMPORARY AMERICAN CRIME FICTION Anita Biressi CRIME, FEAR AND THE LAW IN TRUE CRIME STORIES Clare Clarke LATE VICTORIAN CRIME FICTION IN THE SHADOWS OF SHERLOCK Paul Cobley THE AMERICAN THRILLER Generic Innovation and Social Change in the 1970s Michael Cook NARRATIVES OF ENCLOSURE IN DETECTIVE FICTION The Locked Room Mystery Michael Cook DETECTIVE FICTION AND THE GHOST STORY The Haunted Text Barry Forshaw DEATH IN A COLD CLIMATE A Guide to Scandinavian Crime Fiction Barry Forshaw BRITISH CRIME FILM Subverting -
Global Peace Index 2018: Measuring Peace in a Complex World, Sydney, June 2018
Quantifying Peace and its Benefits The Institute for Economics & Peace (IEP) is an independent, non-partisan, non-profit think tank dedicated to shifting the world’s focus to peace as a positive, achievable, and tangible measure of human well-being and progress. IEP achieves its goals by developing new conceptual frameworks to define peacefulness; providing metrics for measuring peace; and uncovering the relationships between business, peace and prosperity as well as promoting a better understanding of the cultural, economic and political factors that create peace. IEP is headquartered in Sydney, with offices in New York, The Hague, Mexico City and Brussels. It works with a wide range of partners internationally and collaborates with intergovernmental organisations on measuring and communicating the economic value of peace. For more information visit www.economicsandpeace.org Please cite this report as: Institute for Economics & Peace. Global Peace Index 2018: Measuring Peace in a Complex World, Sydney, June 2018. Available from: http://visionofhumanity.org/reports (accessed Date Month Year). Contents EXECUTIVE SUMMARY 2 Key Findings 4 RESULTS 5 Highlights 6 2018 Global Peace Index rankings 8 Regional overview 12 Improvements & deteriorations 19 TRENDS 23 Ten year trends in the Global Peace Index 26 100 year trends in peace 32 ECONOMIC IMPACT OF VIOLENCE 45 Results 46 The macroeconomic impact of peace 52 POSITIVE PEACE 59 What is Positive Peace? 60 Trends in Positive Peace 65 What precedes a change in peacefulness? 69 Positive Peace and the economy 73 APPENDICES 77 Appendix A: GPI Methodology 78 Appendix B: GPI indicator sources, definitions & scoring criteria 82 Appendix C: GPI Domain scores 90 Appendix D: Economic cost of violence 93 GLOBAL PEACE INDEX 2018 | 1 EXECUTIVE SUMMARY This is the twelfth edition of the Global Peace Index Afghanistan, South Sudan, Iraq, and Somalia comprise (GPI), which ranks 163 independent states and the remaining least peaceful countries. -
Molecular Symmetry
Molecular Symmetry Symmetry helps us understand molecular structure, some chemical properties, and characteristics of physical properties (spectroscopy) – used with group theory to predict vibrational spectra for the identification of molecular shape, and as a tool for understanding electronic structure and bonding. Symmetrical : implies the species possesses a number of indistinguishable configurations. 1 Group Theory : mathematical treatment of symmetry. symmetry operation – an operation performed on an object which leaves it in a configuration that is indistinguishable from, and superimposable on, the original configuration. symmetry elements – the points, lines, or planes to which a symmetry operation is carried out. Element Operation Symbol Identity Identity E Symmetry plane Reflection in the plane σ Inversion center Inversion of a point x,y,z to -x,-y,-z i Proper axis Rotation by (360/n)° Cn 1. Rotation by (360/n)° Improper axis S 2. Reflection in plane perpendicular to rotation axis n Proper axes of rotation (C n) Rotation with respect to a line (axis of rotation). •Cn is a rotation of (360/n)°. •C2 = 180° rotation, C 3 = 120° rotation, C 4 = 90° rotation, C 5 = 72° rotation, C 6 = 60° rotation… •Each rotation brings you to an indistinguishable state from the original. However, rotation by 90° about the same axis does not give back the identical molecule. XeF 4 is square planar. Therefore H 2O does NOT possess It has four different C 2 axes. a C 4 symmetry axis. A C 4 axis out of the page is called the principle axis because it has the largest n . By convention, the principle axis is in the z-direction 2 3 Reflection through a planes of symmetry (mirror plane) If reflection of all parts of a molecule through a plane produced an indistinguishable configuration, the symmetry element is called a mirror plane or plane of symmetry . -
GDI) and Governance, Democracy, and Emancipation Index (GDEI): a Cross-Country Empirical Study (1998 – 2017
Open Political Science, 2021; 4: 15–26 Research Article Debasish Roy* Formulation of Governance and Democracy Index (GDI) and Governance, Democracy, and Emancipation Index (GDEI): A Cross-country Empirical Study (1998 – 2017) https://doi.org/10.1515/openps-2021-0002 received July 6, 2020; accepted August 10, 2020. Abstract: This research paper is aimed at formulation of a composite Governance and Democracy Index (GDI) based on the six indicators of good governance by Kaufmann et al. (2003, 2007) to assess and evaluate the relative performances of 10 major democracies of the world for the time period of 20 years (1998 – 2017) (Base Year = 1996). In order to do so, three distinct methodologies are adopted based on the absolute values and relative changes in the observations of independent variables. The extended part of this research involves formulation of Governance, Democracy, and Emancipation Index (GDEI) which incorporates the Emancipative values. Keywords: Control of Corruption Relative (CCR); Government Effectiveness Relative (GER); Political Stability Relative (PSR); Governance and Democracy Index (GDI); Governance and Democracy Index Area (GDIA); Governance, Democracy, and Emancipation Index (GDEI). JEL Classifications: C10; C43; C65; H11; P52. 1 Introduction The modern concept of governance originated from the Greek verb κυβερνάω (kubernáo) as coined by Plato which means “to steer” – and it should be the focal theme of a political leader (Republic 8.551c). According to Shin (2016), “Whereas government is a descriptive term that refers to the official institutions of a state, the term governance has had a normative cast since its inception, signifying forms of rule that produce desired ends”. -
Democracy Index 2010 Democracy in Retreat a Report from the Economist Intelligence Unit
Democracy index 2010 Democracy in retreat A report from the Economist Intelligence Unit www.eiu.com Democracy index 2010 Democracy in retreat The Economist Intelligence Unit’s Index of Democracy 2010 Democracy in retreat This is the third edition of the Economist Intelligence Unit’s democracy index. It reflects the situation as of November 2010. The first edition, published in The Economist’sThe World in 2007, measured the state of democracy in September 2006 and the second edition covered the situation towards the end of 2008. The index provides a snapshot of the state of democracy worldwide for 165 independent states and two territories—this covers almost the entire population of the world and the vast majority of the world’s independent states (micro states are excluded). The Economist Intelligence Unit’s Index of Democracy is based on five categories: electoral process and pluralism; civil liberties; the functioning of government; political participation; and political culture. Countries are placed within one of four types of regimes: full democracies; flawed democracies; hybrid regimes; and authoritarian regimes. Free and fair elections and civil liberties are necessary conditions for democracy, but they are unlikely to be sufficient for a full and consolidated democracy if unaccompanied by transparent and at least minimally efficient government, sufficient political participation and a supportive democratic political culture. It is not easy to build a sturdy democracy. Even in long-established ones, if not nurtured and protected, democracy can corrode. Democracy in decline The global record in democratisation since the start of its so-called third wave in 1974, and acceleration after the fall of the Berlin Wall in 1989, has been impressive. -
Girls' Elite 2 0 2 0 - 2 1 S E a S O N by the Numbers
GIRLS' ELITE 2 0 2 0 - 2 1 S E A S O N BY THE NUMBERS COMPARING NORMAL SEASON TO 2020-21 NORMAL 2020-21 SEASON SEASON SEASON LENGTH SEASON LENGTH 6.5 Months; Dec - Jun 6.5 Months, Split Season The 2020-21 Season will be split into two segments running from mid-September through mid-February, taking a break for the IHSA season, and then returning May through mid- June. The season length is virtually the exact same amount of time as previous years. TRAINING PROGRAM TRAINING PROGRAM 25 Weeks; 157 Hours 25 Weeks; 156 Hours The training hours for the 2020-21 season are nearly exact to last season's plan. The training hours do not include 16 additional in-house scrimmage hours on the weekends Sep-Dec. Courtney DeBolt-Slinko returns as our Technical Director. 4 new courts this season. STRENGTH PROGRAM STRENGTH PROGRAM 3 Days/Week; 72 Hours 3 Days/Week; 76 Hours Similar to the Training Time, the 2020-21 schedule will actually allow for a 4 additional hours at Oak Strength in our Sparta Science Strength & Conditioning program. These hours are in addition to the volleyball-specific Training Time. Oak Strength is expanding by 8,800 sq. ft. RECRUITING SUPPORT RECRUITING SUPPORT Full Season Enhanced Full Season In response to the recruiting challenges created by the pandemic, we are ADDING livestreaming/recording of scrimmages and scheduled in-person visits from Lauren, Mikaela or Peter. This is in addition to our normal support services throughout the season. TOURNAMENT DATES TOURNAMENT DATES 24-28 Dates; 10-12 Events TBD Dates; TBD Events We are preparing for 15 Dates/6 Events Dec-Feb. -
Symmetry Numbers and Chemical Reaction Rates
Theor Chem Account (2007) 118:813–826 DOI 10.1007/s00214-007-0328-0 REGULAR ARTICLE Symmetry numbers and chemical reaction rates Antonio Fernández-Ramos · Benjamin A. Ellingson · Rubén Meana-Pañeda · Jorge M. C. Marques · Donald G. Truhlar Received: 14 February 2007 / Accepted: 25 April 2007 / Published online: 11 July 2007 © Springer-Verlag 2007 Abstract This article shows how to evaluate rotational 1 Introduction symmetry numbers for different molecular configurations and how to apply them to transition state theory. In general, Transition state theory (TST) [1–6] is the most widely used the symmetry number is given by the ratio of the reactant and method for calculating rate constants of chemical reactions. transition state rotational symmetry numbers. However, spe- The conventional TST rate expression may be written cial care is advised in the evaluation of symmetry numbers kBT QTS(T ) in the following situations: (i) if the reaction is symmetric, k (T ) = σ exp −V ‡/k T (1) TST h (T ) B (ii) if reactants and/or transition states are chiral, (iii) if the R reaction has multiple conformers for reactants and/or tran- where kB is Boltzmann’s constant; h is Planck’s constant; sition states and, (iv) if there is an internal rotation of part V ‡ is the classical barrier height; T is the temperature and σ of the molecular system. All these four situations are treated is the reaction-path symmetry number; QTS(T ) and R(T ) systematically and analyzed in detail in the present article. are the quantum mechanical transition state quasi-partition We also include a large number of examples to clarify some function and reactant partition function, respectively, without complicated situations, and in the last section we discuss an rotational symmetry numbers, and with the zeroes of energy example involving an achiral diasteroisomer. -
Democracy Index 2020 in Sickness and in Health?
Democracy Index 2020 In sickness and in health? A report by The Economist Intelligence Unit www.eiu.com The world leader in global business intelligence The Economist Intelligence Unit (The EIU) is the research and analysis division of The Economist Group, the sister company to The Economist newspaper. Created in 1946, we have over 70 years’ experience in helping businesses, financial firms and governments to understand how the world is changing and how that creates opportunities to be seized and risks to be managed. Given that many of the issues facing the world have an international (if not global) dimension, The EIU is ideally positioned to be commentator, interpreter and forecaster on the phenomenon of globalisation as it gathers pace and impact. EIU subscription services The world’s leading organisations rely on our subscription services for data, analysis and forecasts to keep them informed about what is happening around the world. We specialise in: • Country Analysis: Access to regular, detailed country-specific economic and political forecasts, as well as assessments of the business and regulatory environments in different markets. • Risk Analysis: Our risk services identify actual and potential threats around the world and help our clients understand the implications for their organisations. • Industry Analysis: Five year forecasts, analysis of key themes and news analysis for six key industries in 60 major economies. These forecasts are based on the latest data and in-depth analysis of industry trends. EIU Consulting EIU Consulting is a bespoke service designed to provide solutions specific to our customers’ needs. We specialise in these key sectors: • Healthcare: Together with our two specialised consultancies, Bazian and Clearstate, The EIU helps healthcare organisations build and maintain successful and sustainable businesses across the healthcare ecosystem. -
WHY COMPETITION in the POLITICS INDUSTRY IS FAILING AMERICA a Strategy for Reinvigorating Our Democracy
SEPTEMBER 2017 WHY COMPETITION IN THE POLITICS INDUSTRY IS FAILING AMERICA A strategy for reinvigorating our democracy Katherine M. Gehl and Michael E. Porter ABOUT THE AUTHORS Katherine M. Gehl, a business leader and former CEO with experience in government, began, in the last decade, to participate actively in politics—first in traditional partisan politics. As she deepened her understanding of how politics actually worked—and didn’t work—for the public interest, she realized that even the best candidates and elected officials were severely limited by a dysfunctional system, and that the political system was the single greatest challenge facing our country. She turned her focus to political system reform and innovation and has made this her mission. Michael E. Porter, an expert on competition and strategy in industries and nations, encountered politics in trying to advise governments and advocate sensible and proven reforms. As co-chair of the multiyear, non-partisan U.S. Competitiveness Project at Harvard Business School over the past five years, it became clear to him that the political system was actually the major constraint in America’s inability to restore economic prosperity and address many of the other problems our nation faces. Working with Katherine to understand the root causes of the failure of political competition, and what to do about it, has become an obsession. DISCLOSURE This work was funded by Harvard Business School, including the Institute for Strategy and Competitiveness and the Division of Research and Faculty Development. No external funding was received. Katherine and Michael are both involved in supporting the work they advocate in this report. -
The Mass Media, Democracy and the Public Sphere
Sonia Livingstone and Peter Lunt The mass media, democracy and the public sphere Book section Original citation: Originally published in Livingstone, Sonia and Lunt, Peter, (eds.) Talk on television audience participation and public debate. London : Routledge, UK, 1994, pp. 9-35. © 1994 Sonia Livingstone and Peter Lunt This version available at: http://eprints.lse.ac.uk/48964/ Available in LSE Research Online: April 2013 LSE has developed LSE Research Online so that users may access research output of the School. Copyright © and Moral Rights for the papers on this site are retained by the individual authors and/or other copyright owners. Users may download and/or print one copy of any article(s) in LSE Research Online to facilitate their private study or for non-commercial research. You may not engage in further distribution of the material or use it for any profit-making activities or any commercial gain. You may freely distribute the URL (http://eprints.lse.ac.uk) of the LSE Research Online website. This document is the author’s submitted version of the book section. There may be differences between this version and the published version. You are advised to consult the publisher’s version if you wish to cite from it. Original citation: Livingstone, S., and Lunt, P. (1994) The mass media, democracy and the public sphere. In Talk on Television: Audience participation and public debate (9-35). London: Routledge. Chapter 2 The mass media, democracy and the public sphere INTRODUCTION In this chapter we explore the role played by the mass media in political participation, in particular in the relationship between the laity and established power. -
Basic Combinatorics
Basic Combinatorics Carl G. Wagner Department of Mathematics The University of Tennessee Knoxville, TN 37996-1300 Contents List of Figures iv List of Tables v 1 The Fibonacci Numbers From a Combinatorial Perspective 1 1.1 A Simple Counting Problem . 1 1.2 A Closed Form Expression for f(n) . 2 1.3 The Method of Generating Functions . 3 1.4 Approximation of f(n) . 4 2 Functions, Sequences, Words, and Distributions 5 2.1 Multisets and sets . 5 2.2 Functions . 6 2.3 Sequences and words . 7 2.4 Distributions . 7 2.5 The cardinality of a set . 8 2.6 The addition and multiplication rules . 9 2.7 Useful counting strategies . 11 2.8 The pigeonhole principle . 13 2.9 Functions with empty domain and/or codomain . 14 3 Subsets with Prescribed Cardinality 17 3.1 The power set of a set . 17 3.2 Binomial coefficients . 17 4 Sequences of Two Sorts of Things with Prescribed Frequency 23 4.1 A special sequence counting problem . 23 4.2 The binomial theorem . 24 4.3 Counting lattice paths in the plane . 26 5 Sequences of Integers with Prescribed Sum 28 5.1 Urn problems with indistinguishable balls . 28 5.2 The family of all compositions of n . 30 5.3 Upper bounds on the terms of sequences with prescribed sum . 31 i CONTENTS 6 Sequences of k Sorts of Things with Prescribed Frequency 33 6.1 Trinomial Coefficients . 33 6.2 The trinomial theorem . 35 6.3 Multinomial coefficients and the multinomial theorem . 37 7 Combinatorics and Probability 39 7.1 The Multinomial Distribution .