Predicting US Recessions: Does a Wishful Bias Exist?
Venture capital (VC) provides financial and managerial support for new innovative ideas at the initial stages of commercialization. It has helped to find the market for many radical innovations of 20th century, including personal computer, Internet and genetic engineering.
As a part of market economy venture business was not stable from the very beginning. The periods of rapid growth alternated with deep recessions. However each time VC revived anew as the Phoenix due to its very important function in modern knowledge-based economy.
This report presents an analysis of statistical data that prove the existence of several cycles in VC dynamics in the USA and the Great Britain. The main factors of these cycles formation are discussed. The author proposes two possible scenarios of development of VC market for the first 30 years of the new 21st century. A hypothesis is put forward about the relation between VC cycle's amplitude and a phase of Kondratieff's cycle.
> Poland. The Polish economy is growing like a DM economy, while Bulgaria is still searching for a new growth model. Unlike many other countries, Poland was able to avoid recession in 2008-09, and it continues to demonstrate sustainable growth, albeit the threat of deflation exists. Polish economic growth is expected to accelerate this year, supported by a strong performance in construction. Consistent and strong macroeconomic policy kept the country's debt/GDP ratios at bay during the crisis, and has contributed to steady deleveraging in recent years. > Bulgaria. Bulgaria's economic growth remains slow, and after a sharp correction in 2009 the economy saw little restructuring in recent years. There has been deflation since mid-2013, but economic growth is set to accelerate this year to around 1.5%, which could offset the negative impact of deflation on the budget. The country's industrial output improved in 2013-14, but domestic demand has weakened in recent months. > Latvia. Latvia's economic growth still remains strong but may decelerate this year as a side effect of instability in the region and mounting complications in relations between Russia and the EU. Heavily indebted Latvia tightened its macroeconomic policy in the aftermath of the 2008 crisis and remains committed to maintaining macro stability, having joined the Eurozone. Deflation cannot be ruled out as a result.
Background and motivation for a study of business cycles, business tendency surveys (BTSs), and cyclical indicators in the BRICS countries are specified. The main concepts and problems involved in monitoring and forecasting business cycles in emerging countries and countries in transition are overviewed; the importance of the experience of the BRICS in this context is demonstrated; different examples of the interaction between business cycles and social and political spheres are outlined. At last, the structure of the book is adduced.
Business Studies practice listening tasks which are based on authentic sources, specially designed for the English state exam of the 4th year Public Administration students.
Available composite cyclical indicators for Russia are surveyed, their components are enumerated and analysed. The aims, guiding concepts, and approaches of the newly established Russian Economic Cycle Dating Committee are also described. All the currently available monthly Composite Leading Indices (CLIs) are tested against the most recent cyclical turning points for their capacity to provide a timely alarm signal, especially about an impending recession. It is shown that experts’ informal judgments about Russia’s future economic trajectory remain more informative than findings derived from formal empirical rules. This suggests that there is some room for improvement of the Russian CLIs and additional efforts should be made to construct better cyclical indicators for Russia.
The objective of this study is to develop a system of leading indicators of the business cycle turning points on a wide range of countries, including Russia, over a more than thirty years period. We use a binary choice model with the dependent variable of the state of economy: the recession, there is no recession. These models allow us to assess how likely is the change of macroeconomic dynamics from positive to negative and vice versa. Empirical analysis suggests that the inclusion of financial sector variables into equation can significantly improve the predictive power of the models of the turning points of business cycles. At the same time, models with financial and real sector variables obtained in the paper outperform the “naïve” models based only on the leading indicator of GDP in the OECD methodology due to either a lower level of noise (recession model) or a higher predictive power (model of the recovery from recession).
The paper represents the review of contemporary approaches to the analysis of financial market imperfections and financial crises and their impact on fluctuations of the key macroeconomic variables during the business cycle as well as the transmission mechanism of financial shocks on the real economy in the framework of New Keynesian dynamic stochastic general equilibrium models. These models are widely used for the evaluation of monetary policy effects on macroeconomy and constitute the theoretical base for elaboration the optimal monetary policy not only during the crisis but for the further perspective. The construction of such models types for different economies including the Russian economy requires considering the institutional features and specific development and functioning characteristics of the of the national financial sector and economy as a whole.
The article discusses the history and theory of economic olympic business cycles, their unity and difference. It shows how they differ from the classic business cycle. The authors analyze the role of IOC in olympic business cycle.
We consider certain spaces of functions on the circle, which naturally appear in harmonic analysis, and superposition operators on these spaces. We study the following question: which functions have the property that each their superposition with a homeomorphism of the circle belongs to a given space? We also study the multidimensional case.
We consider the spaces of functions on the m-dimensional torus, whose Fourier transform is p -summable. We obtain estimates for the norms of the exponential functions deformed by a C1 -smooth phase. The results generalize to the multidimensional case the one-dimensional results obtained by the author earlier in “Quantitative estimates in the Beurling—Helson theorem”, Sbornik: Mathematics, 201:12 (2010), 1811 – 1836.
We consider the spaces of function on the circle whose Fourier transform is p-summable. We obtain estimates for the norms of exponential functions deformed by a C1 -smooth phase.