Article Outline
Glossary
Definition of the Subject
Introduction
Common Elements of Data Analyzes
Elections
US Economic Recessions
Unemployment
Homicide Surges
Summary: Findings and Emerging Possibilities
Bibliography
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Abbreviations
- Complexity:
-
A definitive feature of nonlinear systems of interacting elements. It comprises high instability with respect to initial and boundary conditions, and complex but non‐random behavior patterns (“order in chaos”).
- Extreme events:
-
Rare events having a large impact. Such events are also known as critical phenomena, disasters, catastrophes, and crises. They persistently reoccur in hierarchical complex systems created, separately or jointly, by nature and society.
- Fast acceleration of unemployment (FAU):
-
The start of a strong and lasting increase of the unemployment rate.
- Pattern recognition of rare events:
-
The methodology of artificial intelligence' kind aimed at studying distinctive features of complex phenomena, in particular – at formulating and testing hypotheses on these features.
- Premonitory patterns:
-
Patterns of a complex system's behavior that emerge most frequently as an extreme event approaches.
- Recession:
-
The American National Bureau of Economic Research defines recession as “a significant decline in economic activity spread across the economy, lasting more than a few months”. A recession may involve simultaneous decline in coincident measures of overall economic activity such as industrial production, employment, investment, and corporate profits.
- Start of the homicide surge (SHS):
-
The start of a strong and lasting increase in the smoothed homicide rate.
Bibliography
Primary Literature
Allègre CJ, Le Mouël J-L, Ha Duyen C, Narteau C (1995) Scaling organization of fracture tectonics (SOFT) and earthquake mechanism. Phys Earth Planet Inter 92:215–233
Armstrong JS, Cuzan AG (2005) Index methods for forecasting: An application to american presidential elections. Foresight Int J Appl Forecast 3:10–13
Blanter EM, Shnirman MG, Le Mouël JL, Allègre CJ (1997) Scaling laws in blocks dynamics and dynamic self‐organized criticality. Phys Earth Planet Inter 99:295–307
Bongard MM, Vaintsveig MI, Guberman SA, Izvekova ML, Smirnov MS (1966) The use of self‐learning prog in the detection of oil containing layers. Geol Geofiz 6:96–105
Burridge R, Knopoff L (1967) Model and theoretical seismicity. Bull Seismol Soc Am 57:341–360
Carlson SM (1998) Uniform crime reports: Monthly weapon‐specific crime and arrest time series 1975–1993 (National, State, 12-City Data), ICPSR 6792 Inter‐university Consortium for Political and Social Research. Ann Arbor
Farmer JD, Sidorowich J (1987) Predicting chaotic time series. Phys Rev Lett 59:845
Gabrielov A, Keilis‐Borok V, Zaliapin I, Newman WI (2000) Critical transitions in colliding cascades. Phys Rev E 62:237–249
Gabrielov A, Keilis‐Borok V, Zaliapin I (2007) Predictability of extreme events in a branching diffusion model. arXiv:0708.1542
Gabrielov AM, Zaliapin IV, Newman WI, Keilis‐Borok VI (2000) Colliding cascade model for earthquake prediction. Geophys J Int 143(2):427–437
Gelfand IM, Guberman SA, Keilis‐Borok VI, Knopoff L, Press F, Ranzman IY, Rotwain IM, Sadovsky AM (1976) Pattern recognition applied to earthquake epicenters in California. Phys Earth Planet Inter 11:227–283
Gell-Mann M (1994) The quark and the jaguar: Adventures in the simple and the complex. Freeman, New York
Crutchfield JP, Farmer JD, Packard NH, Shaw RS (1986) Chaos Sci Am 255:46–57
Gvishiani AD, Kosobokov VG (1981) On found of the pattern recognition results applied to earthquake‐prone areas. Izvestiya Acad Sci USSR. Phys Earth 2:21–36
Holland JH (1995) Hidden order: How adaptation builds complexity. Addison, Reading
IMF (1997) International monetary fund, international financial statistics. CD-ROM
Kadanoff LP (1976) Scaling, universality and operator algebras. In: Domb C, Green MS (eds) Phase transitions and critical phenomena, vol 5a. Academic, London, pp 1–34
Keilis‐Borok VI, Lichtman AJ (1993) The self‐organization of American society in presidential and senatorial elections. In: Kravtsov YA (ed) Limits of predictability. Springer, Berlin, pp 223–237
Keilis‐Borok VI, Press F (1980) On seismological applications of pattern recognition. In: Allègre CJ (ed) Source mechanism and earthquake prediction applications. Editions du centre national du la recherché scientifique, Paris, pp 51–60
Keilis‐Borok VI, Soloviev AA (eds) (2003) Nonlinear dynamics of the lithosphere and earthquake prediction. Springer, Berlin
Keilis‐Borok V, Soloviev A (2007) Pattern recognition methods and algorithms. Ninth workshop on non‐linear dynamics and earthquake prediction, Trieste ICTP 1864-11
Keilis‐Borok VI, Sorondo MS (2000) (eds) Science for survival and sustainable development. The proceedings of the study-week of the Pontifical Academy of Sciences, 12–16 March 1999. Pontificiae Academiae Scientiarvm Scripta Varia, Vatican City
Keilis‐Borok V, Stock JH, Soloviev A, Mikhalev P (2000) Pre‐recession pattern of six economic indicators in the USA. J Forecast 19:65–80
Keilis‐Borok VI, Gascon DJ, Soloviev AA, Intriligator MD, Pichardo R, Winberg FE (2003) On predictability of homicide surges in megacities. In: Beer T, Ismail‐Zadeh A (eds) Risk science and sustainability. Kluwer, Dordrecht (NATO Sci Ser II Math, Phys Chem 112), pp 91–110
Keilis‐Borok VI, Soloviev AA, Allègre CB, Sobolevskii AN, Intriligator MD (2005) Patterns of macroeconomic indicators preceding the unemployment rise in Western Europe and the USA. Pattern Recogn 38(3):423–435
Keilis‐Borok V, Soloviev A, Gabrielov A, Zaliapin I (2007) Change of scaling before extreme events in complex systems. In: Proceedings of the plenary session on “predictability in science: Accuracy and limitations”, Pontificiae Academiae Scientiarvm Scripta Varia, Vatican City
Kravtsov YA (ed) (1993) Limits of predictability. Springer, Berlin
Lichtman AJ, Keilis‐Borok VI (1989) Aggregate‐level analysis and prediction of midterm senatorial elections in the United States, 1974–1986. Proc Natl Acad Sci USA 86(24):10176–10180
Lichtman AJ (1996) The keys to the White House. Madison Books, Lanham
Lichtman AJ (2005) The keys to the White House: Forecast for 2008. Foresight Int J Appl Forecast 3:5–9
Lichtman AJ (2008) The keys to the White House, 2008 edn. Rowman/Littlefield, Lanham
Ma Z, Fu Z, Zhang Y, Wang C, Zhang G, Liu D (1990) Earthquake prediction: Nine major earthquakes in china. Springer, New York
Mason IB (2003) Binary events. In: Jolliffe IT, Stephenson DB (eds) Forecast verification. A practitioner's guide in atmospheric science. Wiley, Chichester, pp 37–76
Molchan GM (1990) Strategies in strong earthquake prediction. Phys Earth Planet Inter 61:84–98
Molchan GM (1991) Structure of optimal strategies of earthquake prediction. Tectonophysics 193:267–276
Molchan GM (1994) Models for optimization of earthquake prediction. In: Chowdhury DK (ed) Computational seismology and geodynamics, vol 1. Am Geophys Un, Washington, pp 1–10
Molchan GM (1997) Earthquake prediction as a decision‐making problem. Pure Appl Geophys 149:233–237
Molchan GM (2003) Earthquake prediction strategies: A theoretical analysis. In: Keilis‐Borok VI, Soloviev AA (eds) Nonlinear dynamics of the lithosphere and earthquake prediction. Springer, Berlin, pp 209–237
Molchan G, Keilis‐Borok V (2008) Earthquake prediction: Probabilistic aspect. Geophys J Int 173(3):1012–1017
Newman W, Gabrielov A, Turcotte DL (eds) (1994) Nonlinear dynamics and predictability of geophysical phenomena. Am Geophys Un, Int Un Geodesy Geophys, Washington
OECD (1997) Main economic indicators: Historical statistics 1960–1996. Paris, CD-ROM
Press F, Briggs P (1975) Chandler wobble, earthquakes, rotation and geomagnetic changes. Nature 256:270–273, London
Press F, Briggs P (1977) Pattern recognition applied to uranium prospecting. Nature 268:125–127
Press F, Allen C (1995) Patterns of seismic release in the southern California region. J Geophys Res 100(B4):6421–6430
Soloviev A (2007) Application of the pattern recognition techniques to earthquake‐prone areas determination. Ninth workshop on non‐linear dynamics and earthquake prediction, Trieste ICTP 1864-9
Stock JH, Watson MW (1989) New indexes of leading and coincident economic indicators. NBER Macroecon Ann 4:351–394
Stock JH, Watson MW (1993) A procedure for predicting recessions with leading indicators. In: Stock JH, Watson MW (eds) Business cycles, indicators, and forecasting (NBER Studies in Business Cycles, vol 28), pp 95–156
Tukey JW (1977) Exploratory data analysis. Addison‐wesley series in behavioral science: Quantitative methods. Addison, Reading
Turcotte DL, Newman WI, Gabrielov A (2000) A statistical physics approach to earthquakes. In: Geocomplexity and the physics of earthquakes. Am Geophys Un, Washington
Zaliapin I, Keilis‐Borok V, Ghil M (2003) A Boolean delay model of colliding cascades, II: Prediction of critical transitions. J Stat Phys 111(3–4):839–861
Books and Reviews
Bongard MM (1967) The problem of recognition. Nauka, Moscow
Brito DL, Intriligator MD, Worth ER (1998) In: Eliassson G, Green C (eds) Microfoundations of economic growth: A Schumpeterian perspective. University of Michigan Press, Ann Arbor
Bui Trong L (2003) Risk of collective youth violence in french suburbs. A clinical scale of evaluation, an alert system. In: Beer T, Ismail‐Zadeh A (eds) Risk science and sustainability. Kluwer, Dordrecht (NATO Sci Ser II Math Phys Chem 112)
Engle RF, McFadden DL (1994) (eds) Handbook of econometrics, vol 4. North‐Holland, Amsterdam
Klein PA, Niemira MP (1994) Forecasting financial and economic cycles. Wiley, New York
Messner SF (1983) Regional differences in the economic correlates of the urban homicide rate. Criminology 21:477–488
Mitchell WC (1951) What happens during business cycles: A progress report. NBER, New York
Mitchell WC, Burns AF (1946) Measuring business cycles. NBER, New York
Moore GH (ed) (1961) Business cycle indicators. NBER, New York
Mostaghimi M, Rezayat F (1996) Probability forecast of a downturn in US economy using classical statistical theory. Empir Econ 21:255–279
Watson MW (1994) In: Engle RF, McFadden DL (eds) Handbook of econometrics, vol IV. North‐Holland, Amsterdam
Author information
Authors and Affiliations
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2009 Springer-Verlag
About this entry
Cite this entry
Keilis-Borok, V., Soloviev, A., Lichtman, A. (2009). Extreme Events in Socio-economic and Political Complex Systems, Predictability of. In: Meyers, R. (eds) Complex Systems in Finance and Econometrics. Springer, New York, NY. https://doi.org/10.1007/978-1-4419-7701-4_15
Download citation
DOI: https://doi.org/10.1007/978-1-4419-7701-4_15
Publisher Name: Springer, New York, NY
Print ISBN: 978-1-4419-7700-7
Online ISBN: 978-1-4419-7701-4
eBook Packages: Business and Economics