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Book
Modern Problems of Mathematical Physics and Their Applications
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Year: 2022 Publisher: Basel MDPI - Multidisciplinary Digital Publishing Institute

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Abstract

There are many applications of mathematical physics in several fields of basic science and engineering. Thus, we have tried to provide the Special Issue “Modern Problems of Mathematical Physics and Their Applications” to cover the new advances of mathematical physics and its applications. In this Special Issue, we have focused on some important and challenging topics, such as integral equations, ill-posed problems, ordinary differential equations, partial differential equations, system of equations, fractional problems, linear and nonlinear problems, fuzzy problems, numerical methods, analytical methods, semi-analytical methods, convergence analysis, error analysis and mathematical models. In response to our invitation, we received 31 papers from more than 17 countries (Russia, Uzbekistan, China, USA, Kuwait, Bosnia and Herzegovina, Thailand, Pakistan, Turkey, Nigeria, Jordan, Romania, India, Iran, Argentina, Israel, Canada, etc.), of which 19 were published and 12 rejected.

Keywords

cauchy problem --- regularization --- factorization --- regular solution --- fundamental solution --- road section --- IMF SWARA --- traffic safety --- fuzzy MARCOS --- DEA --- ordinary differential equations --- analytical methods --- mathematical models --- Riccati equation --- radial Schrödinger equation --- transformations --- hyper-singular integrals --- Navier–Stokes problem --- product user experience --- enterprise network public opinion --- identification of high-risk users --- random forest algorithm --- user portrait --- controlled second-order Lagrangian --- Euler–Lagrange equations --- isoperimetric constraints --- curvilinear integral --- differential 1-form --- partition functions --- analytical extensions --- guelfand’s and gradshteyn’s --- classical gravity --- internal waves in rotating ocean --- fractional derivative --- q-Homotopy analysis transform technique --- fixed point theorem --- minimal sensitivity --- optimization --- power transform --- critical index --- secant method --- generalized secant method --- complex roots --- cressman method --- EICM --- ENSO --- SSTA --- immune system --- virus-infected cell --- effector cell --- autoimmune disease --- time-delay virus-immune model --- differential equations --- differential operators --- non-local boundary value problems --- general conditions --- integral conditions --- multipoint conditions --- composition of operators --- pseudo-differential equation --- conjugation problem --- wave factorization --- solvability condition --- measure of noncompactness --- random effect --- random operator --- Mönch’s fixed point theorem --- multi-term fractional differential equation --- Carathéodory condition --- resolvent family theory --- multi-dimensional public opinion --- topic derivation --- complex network dynamics model --- online comments --- hot events --- fluid --- flows --- dynamic --- structure --- axiomatics --- fundamental equations --- dissipation --- complete solution --- ligaments --- waves --- vortices --- plate --- wake --- drop --- impact --- boundary element method --- barrier options --- multi-asset options --- basket options --- spread options --- thrid-order differential equations --- delay --- oscillation criteria --- n/a --- radial Schrödinger equation --- Navier-Stokes problem --- Euler-Lagrange equations --- guelfand's and gradshteyn's --- Mönch's fixed point theorem --- Carathéodory condition --- third-order differential equations


Book
Modern Problems of Mathematical Physics and Their Applications
Authors: ---
Year: 2022 Publisher: Basel MDPI - Multidisciplinary Digital Publishing Institute

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Bookmark

Abstract

There are many applications of mathematical physics in several fields of basic science and engineering. Thus, we have tried to provide the Special Issue “Modern Problems of Mathematical Physics and Their Applications” to cover the new advances of mathematical physics and its applications. In this Special Issue, we have focused on some important and challenging topics, such as integral equations, ill-posed problems, ordinary differential equations, partial differential equations, system of equations, fractional problems, linear and nonlinear problems, fuzzy problems, numerical methods, analytical methods, semi-analytical methods, convergence analysis, error analysis and mathematical models. In response to our invitation, we received 31 papers from more than 17 countries (Russia, Uzbekistan, China, USA, Kuwait, Bosnia and Herzegovina, Thailand, Pakistan, Turkey, Nigeria, Jordan, Romania, India, Iran, Argentina, Israel, Canada, etc.), of which 19 were published and 12 rejected.

Keywords

Research & information: general --- Mathematics & science --- cauchy problem --- regularization --- factorization --- regular solution --- fundamental solution --- road section --- IMF SWARA --- traffic safety --- fuzzy MARCOS --- DEA --- ordinary differential equations --- analytical methods --- mathematical models --- Riccati equation --- radial Schrödinger equation --- transformations --- hyper-singular integrals --- Navier-Stokes problem --- product user experience --- enterprise network public opinion --- identification of high-risk users --- random forest algorithm --- user portrait --- controlled second-order Lagrangian --- Euler-Lagrange equations --- isoperimetric constraints --- curvilinear integral --- differential 1-form --- partition functions --- analytical extensions --- guelfand's and gradshteyn's --- classical gravity --- internal waves in rotating ocean --- fractional derivative --- q-Homotopy analysis transform technique --- fixed point theorem --- minimal sensitivity --- optimization --- power transform --- critical index --- secant method --- generalized secant method --- complex roots --- cressman method --- EICM --- ENSO --- SSTA --- immune system --- virus-infected cell --- effector cell --- autoimmune disease --- time-delay virus-immune model --- differential equations --- differential operators --- non-local boundary value problems --- general conditions --- integral conditions --- multipoint conditions --- composition of operators --- pseudo-differential equation --- conjugation problem --- wave factorization --- solvability condition --- measure of noncompactness --- random effect --- random operator --- Mönch's fixed point theorem --- multi-term fractional differential equation --- Carathéodory condition --- resolvent family theory --- multi-dimensional public opinion --- topic derivation --- complex network dynamics model --- online comments --- hot events --- fluid --- flows --- dynamic --- structure --- axiomatics --- fundamental equations --- dissipation --- complete solution --- ligaments --- waves --- vortices --- plate --- wake --- drop --- impact --- boundary element method --- barrier options --- multi-asset options --- basket options --- spread options --- thrid-order differential equations --- delay --- oscillation criteria --- third-order differential equations


Book
The fiscal theory of the price level
Author:
ISBN: 0691243247 0691242240 9780691242248 Year: 2023 Publisher: Princeton Oxford Princeton University Press

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Abstract

"Inflation, in which all prices and wages in an economy rise, is mysterious. If a war breaks out in the Middle East, and the price of oil goes up, the mechanism is no great mystery-supply and demand often work pretty visibly. But if you ask the grocer why the price of bread is higher, he or she will blame the wholesaler, who will blame the baker, who will blame the wheat supplier, and so on. Perhaps the ultimate cause is a government printing more money, but there is really no way to know this for certain but to sit down in an office with statistics, armed with some decent economic theory. But current economic theory doesn't really explain why we haven't seen inflation for so long, and more and more economists think that current theory doesn't hold together, or provide much guidance for how central banks should behave if inflation does break out. Many also worry that central banks have much less power over the economy than they think they do, and much less understanding of the mechanism behind what power they do have. The Fiscal Theory of the Price Level is a comprehensive new approach to monetary policy. Economist John Cochrane argues that money has value because the government accepts it for tax payments. This insight, he argues, leads to a deep re-reading of monetary policy and institutions. Inflation comes when a government is unable to repay its debts, rather than from mismanagement of the split of debt between money and bonds. In the book, he will analyze institutional design, historical episodes, and compare fiscal theory to the Keynesian and new-Keynesian theory based on interest rate targets, and to monetarism. The book offers an overview and introduction to the range of contemporary monetary economics and history of thought as well as the fiscal theory"--

Keywords

Inflation (Finance) --- Monetary policy. --- Prices. --- BUSINESS & ECONOMICS / Economics / Macroeconomics. --- Accounting rate of return. --- Asset price inflation. --- Bond Yield. --- Central bank. --- Consumer debt. --- Consumer economy. --- Consumption (economics). --- Credit (finance). --- Credit risk. --- Credit spread (options). --- Currency crisis. --- Currency swap. --- Currency union. --- Currency. --- Debt limit. --- Debt-to-GDP ratio. --- Debt. --- Default (finance). --- Diversification (finance). --- Econometrics. --- Economic equilibrium. --- Economic planning. --- Economics. --- Exchange rate. --- Finance. --- Financial correlation. --- Financial economics. --- Fiscal adjustment. --- Fiscal gap. --- Fiscal multiplier. --- Fiscal policy. --- Fiscal space. --- Fiscal theory of the price level. --- Fixed exchange-rate system. --- Functional finance. --- GDP deflator. --- GDP-linked bond. --- Government budget balance. --- Government debt. --- Inflation swap. --- Inflation targeting. --- Inflation tax. --- Inflation. --- Interest Cost. --- Interest rate risk. --- Interest rate. --- Keynesian economics. --- Liability (financial accounting). --- Liquidity premium. --- Macroeconomic model. --- Macroeconomics. --- Marginal rate of substitution. --- Mark-to-market accounting. --- Market Risk Premium. --- Market clearing. --- Market liquidity. --- Market price. --- Microeconomic reform. --- Modern Monetary Theory. --- Monetarism. --- Monetary Theory. --- Monetary authority. --- Monetary reform. --- Monetary system. --- Money market. --- Money multiplier. --- Nominal interest rate. --- Price Change. --- Price controls. --- Price elasticity of demand. --- Price fixing. --- Price index. --- Price level. --- Public finance. --- Quantity theory of money. --- Real business-cycle theory. --- Real interest rate. --- Real versus nominal value (economics). --- Relative value (economics). --- Risk premium. --- Share price. --- Stochastic discount factor. --- Stock valuation. --- Supply (economics). --- Supply-side economics. --- Swap (finance). --- Tax and spend. --- Tax avoidance. --- Tax policy. --- Tax reform. --- Tax. --- Terminal value (finance). --- The General Theory of Employment, Interest and Money. --- The Wealth Effect. --- Tight Monetary Policy. --- Trade credit. --- Treasury Bill. --- Valuation (finance). --- Value (economics). --- Commercial products --- Commodity prices --- Justum pretium --- Price theory --- Consumption (Economics) --- Cost --- Costs, Industrial --- Money --- Cost and standard of living --- Supply and demand --- Value --- Wages --- Willingness to pay --- Monetary management --- Economic policy --- Currency boards --- Money supply --- Finance --- Natural rate of unemployment --- Prices --- Monetary policy


Book
Modern Problems of Mathematical Physics and Their Applications
Authors: ---
Year: 2022 Publisher: Basel MDPI - Multidisciplinary Digital Publishing Institute

Loading...
Export citation

Choose an application

Bookmark

Abstract

There are many applications of mathematical physics in several fields of basic science and engineering. Thus, we have tried to provide the Special Issue “Modern Problems of Mathematical Physics and Their Applications” to cover the new advances of mathematical physics and its applications. In this Special Issue, we have focused on some important and challenging topics, such as integral equations, ill-posed problems, ordinary differential equations, partial differential equations, system of equations, fractional problems, linear and nonlinear problems, fuzzy problems, numerical methods, analytical methods, semi-analytical methods, convergence analysis, error analysis and mathematical models. In response to our invitation, we received 31 papers from more than 17 countries (Russia, Uzbekistan, China, USA, Kuwait, Bosnia and Herzegovina, Thailand, Pakistan, Turkey, Nigeria, Jordan, Romania, India, Iran, Argentina, Israel, Canada, etc.), of which 19 were published and 12 rejected.

Keywords

Research & information: general --- Mathematics & science --- cauchy problem --- regularization --- factorization --- regular solution --- fundamental solution --- road section --- IMF SWARA --- traffic safety --- fuzzy MARCOS --- DEA --- ordinary differential equations --- analytical methods --- mathematical models --- Riccati equation --- radial Schrödinger equation --- transformations --- hyper-singular integrals --- Navier–Stokes problem --- product user experience --- enterprise network public opinion --- identification of high-risk users --- random forest algorithm --- user portrait --- controlled second-order Lagrangian --- Euler–Lagrange equations --- isoperimetric constraints --- curvilinear integral --- differential 1-form --- partition functions --- analytical extensions --- guelfand’s and gradshteyn’s --- classical gravity --- internal waves in rotating ocean --- fractional derivative --- q-Homotopy analysis transform technique --- fixed point theorem --- minimal sensitivity --- optimization --- power transform --- critical index --- secant method --- generalized secant method --- complex roots --- cressman method --- EICM --- ENSO --- SSTA --- immune system --- virus-infected cell --- effector cell --- autoimmune disease --- time-delay virus-immune model --- differential equations --- differential operators --- non-local boundary value problems --- general conditions --- integral conditions --- multipoint conditions --- composition of operators --- pseudo-differential equation --- conjugation problem --- wave factorization --- solvability condition --- measure of noncompactness --- random effect --- random operator --- Mönch’s fixed point theorem --- multi-term fractional differential equation --- Carathéodory condition --- resolvent family theory --- multi-dimensional public opinion --- topic derivation --- complex network dynamics model --- online comments --- hot events --- fluid --- flows --- dynamic --- structure --- axiomatics --- fundamental equations --- dissipation --- complete solution --- ligaments --- waves --- vortices --- plate --- wake --- drop --- impact --- boundary element method --- barrier options --- multi-asset options --- basket options --- spread options --- thrid-order differential equations --- delay --- oscillation criteria --- n/a --- radial Schrödinger equation --- Navier-Stokes problem --- Euler-Lagrange equations --- guelfand's and gradshteyn's --- Mönch's fixed point theorem --- Carathéodory condition --- third-order differential equations

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