University of Miami physicist and his collaborators discover a mathematical law that explains a variety of human confrontations.
CORAL GABLES, Fla. (December 13, 2013) —
Would you believe that a broad range of human struggles can be understood by using a mathematical formula?
From child-parent struggles to cyber-attacks and civil unrest, they can all be explained with a simple mathematical expression called a “power-law.”
In a sort of unified theory of human conflict, scientists have found a way to mathematically describe the severity and timing of human confrontations that affect us personally and as a society.
For example, the manner in which a baby's cries escalate against its parent is comparable to the way riots in Poland escalated in the lead-up to the collapse of the Soviet Union.
It comes down to the fact that the perpetrator in both cases (e.g. baby, rioters) adapts quickly enough to escalate its attacks against the larger, but more sluggish entity (e.g. parent, government), who is unable, or unwilling, to respond quickly enough to satisfy the perpetrator, according to a new study published in Nature's Scientific Reports.
“By picking out a specific baby (and parent), and studying what actions of the parent make the child escalate or de-escalate its cries, we can understand better how to counteract cyber-attacks against a particular sector of U.S. cyber infrastructure, or how an outbreak of civil unrest in a given location (e.g. Syria) will play out, following particular government interventions,” said Neil Johnson, professor of physics and the head of the interdisciplinary research group in Complexity, at the College of Arts and Sciences at the University of Miami and corresponding author of the study.
The study also finds some remarkable similarities between seemingly disconnected confrontations. For instance:
• The escalation of violent attacks in Magdalena, Colombia -- though completely cut off from the rest of the world -- is actually representative of all modern wars. Meanwhile, the conflict in Sierra Leone, Africa, has exactly the same dynamics as the narco-guerilla war in Antioquia, Colombia.
• The pattern of attacks by predatory traders against General Electric stock is equivalent to the pattern of cyber-attacks against the U.S. high-tech electronics sector by foreign groups, which in turn mimics specific infants and parents.
• New insight into the controversial ‘Bloody Sunday’ attack by the British security forces, against civilians, on January 30,1972, reveals that Bloody Sunday appears to be the culmination of escalating Provisional Irish Republican Army attacks, not their trigger, hence raising new questions about its strategic importance.
The findings show that this mathematical formula of the form AB-C is a valuable tool that can be applied to make quantitative predictions concerning future attacks in a given confrontation. It can also be used to create an intervention strategy against the perpetrators and, more broadly, as a quantitative starting point for cross-disciplinary theorizing about human aggression, at the individual and group level, in both real and online worlds.
The study is titled “Simple mathematical law benchmarks human confrontations.” Co-authors are Guannan Zhao, Hong Qi, Pedro Manrique and Nicholas Johnson from the Department of Physics, UM; Daniel S. Messinger, Whitney Mattson and Devon Gangi from the Department of Psychology, UM; Nicolas Velasquez, Ana Morgenstern and Elvira Restrepo from the Department of International Studies, UM; Juan Camilo Bohorquez, Pablo Medina and Roberto Zarama from CEIBA Complex Systems Research Center and Department of Industrial Engineering, Universidad de Los Andes, Bogota; John Horgan, Center for Terrorism & Security Studies, from the University of Massachusetts; Paul Gill, from the Department of Security and Crime Science, University College London, and Michael Spagat, from the Department of Economics, Royal Holloway College, Egham.
This project developed in collaboration with HRL Laboratories and funded by the Intelligence Advance Research Projects Activity (IARPA) and the Office of Naval Research (ONR).
Annette Gallagher can be reached at 305-284-1121.
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