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Statistical physics --- Analytical topology --- Geometry --- Mathematical physics --- Fractals --- Irreversible processes --- Congresses --- 517.987 <063> --- -Irreversible processes --- -Mathematical physics --- -Physical mathematics --- Physics --- Processes, Irreversible --- Dynamics --- Equilibrium --- Molecular dynamics --- Statistical mechanics --- Thermodynamics --- Nonequilibrium thermodynamics --- Fractal geometry --- Fractal sets --- Geometry, Fractal --- Sets, Fractal --- Sets of fractional dimension --- Dimension theory (Topology) --- Measures. Representations of Boolean algebras. Metric theory of dynamic systems--Congressen --- Mathematics --- -Measures. Representations of Boolean algebras. Metric theory of dynamic systems--Congressen --- 517.987 <063> Measures. Representations of Boolean algebras. Metric theory of dynamic systems--Congressen --- Fractals - Congresses --- Irreversible processes - Congresses --- Mathematical physics - Congresses
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The physics of scale-invariant and complex systems is a novel interdisciplinary field. Its ideas allow us to look at natural phenomena in a radically new and original way, eventually leading to unifying concepts independent of the detailed structure of the systems. The objective is the study of complex, scale-invariant, and more general stochastic structures that appear both in space and time in a vast variety of natural phenomena, which exhibit new types of collective behaviors, and the fostering of their understanding. This book has been conceived as a methodological monograph in which the main methods of modern statistical physics for cosmological structures and density fields (galaxies, Cosmic Microwave Background Radiation, etc.) are presented in detail. The main purpose is to present clearly, to a workable level, these methods, with a certain mathematical accuracy, providing also some paradigmatic examples of applications. This should result in a new and more general framework for the statistical analysis of the many new data concerning the different cosmic structures which characterize the large scale Universe and for their theoretical interpretation and modeling.
Cosmology. --- Stars --- Statistical physics. --- Density. --- Physics --- Mathematical statistics --- Astronomy --- Deism --- Metaphysics --- Density of stars --- Astrophysics --- Statistical methods --- Mathematical physics. --- Astronomy. --- Complex Systems. --- Mathematical Methods in Physics. --- Astronomy, Astrophysics and Cosmology. --- Classical and Quantum Gravitation, Relativity Theory. --- Statistical Physics and Dynamical Systems. --- Physical mathematics --- Mathematics --- Dynamical systems. --- Physics. --- Astrophysics. --- Gravitation. --- Field theory (Physics) --- Matter --- Antigravity --- Centrifugal force --- Relativity (Physics) --- Astronomical physics --- Cosmic physics --- Natural philosophy --- Philosophy, Natural --- Physical sciences --- Dynamics --- Dynamical systems --- Kinetics --- Mechanics, Analytic --- Force and energy --- Mechanics --- Statics --- Properties
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Cosmology --- Astrophysics --- Mathematical physics --- Theory of relativity. Unified field theory --- Statistical physics --- astrofysica --- statistiek --- wiskunde --- fysica --- relativiteitstheorie --- kosmologie
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A country's productive structure and competitiveness are harbingers of growth. Growth is a dynamic process based on capabilities that are difficult to define and measure across countries. This paper uses a global measure of fitness (or complexity-weighted diversity of production) as a method to explore a country's relative growth potential. The analysis finds that there are two types of growth, predictable or laminar, and unpredictable. This classification is used to create a selection mechanism (the Selective Predictability Scheme), defining future growth trajectories for similar countries, and compares projected long-term, five-year forecasts with traditional methods used by the International Monetary Fund. The analysis finds that production structure is a good long-term predictor of growth, with prediction performance falling off for countries not yet in the laminar classification.
Capabilities --- Country Competitiveness --- Diversification --- Economic Complexity --- Growth Potential --- Growth Predictability --- Growth Projections --- Long-Term Forecast --- Productive Structure
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Economic Complexity is a set of network-based and algorithmic methods for the study of economic development and competitiveness. In this framework, Economic Fitness is an innovative approach that improves the mathematical and conceptual scheme. For convenience, these methods were originally conceived on trade in goods. This paper extends the Economic Fitness methodology to include a trade in services element to yield a universal matrix of world trade and thus provide a more complete picture of a country's development and global competitiveness. The paper applies two algorithms to the universal trade in goods and services matrix to contrast country competitiveness and change in complexity and diversification when services are added to the traditional goods-only matrix. The results show that (i) the competitiveness of many countries was previously over- or underestimated, that is, many countries gain or lose positions in the ranking of economic fitness when services trade is considered alongside goods; and (ii) complex services tend to cluster with complex manufacturing, suggesting a common capabilities structure. These findings show how developing complex services aids diversification strategies for developing countries.
Business Cycles and Stabilization Policies --- Common Carriers Industry --- Competitiveness --- Complexity --- Construction Industry --- Economic Development --- Food and Beverage Industry --- General Manufacturing --- ICT Applications --- Industry --- Information and Communication Technologies --- International Economics and Trade --- International Trade and Trade Rules --- Macroeconomic Management --- Macroeconomics and Economic Growth --- Plastics and Rubber Industry --- Pulp and Paper Industry --- Service Exports --- Textiles Apparel and Leather Industry --- Trade and Services
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The physics of scale-invariant and complex systems is a novel interdisciplinary field. Its ideas allow us to look at natural phenomena in a radically new and original way, eventually leading to unifying concepts independent of the detailed structure of the systems. The objective is the study of complex, scale-invariant, and more general stochastic structures that appear both in space and time in a vast variety of natural phenomena, which exhibit new types of collective behaviors, and the fostering of their understanding. This book has been conceived as a methodological monograph in which the main methods of modern statistical physics for cosmological structures and density fields (galaxies, Cosmic Microwave Background Radiation, etc.) are presented in detail. The main purpose is to present clearly, to a workable level, these methods, with a certain mathematical accuracy, providing also some paradigmatic examples of applications. This should result in a new and more general framework for the statistical analysis of the many new data concerning the different cosmic structures which characterize the large scale Universe and for their theoretical interpretation and modeling.
Cosmology --- Astrophysics --- Mathematical physics --- Theory of relativity. Unified field theory --- Statistical physics --- astrofysica --- statistiek --- wiskunde --- fysica --- relativiteitstheorie --- kosmologie
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