Larry S. Liebovitch, Ph.D.
Professor
Department of Physics and
Department of Psychology
Dean of the Division of Mathematics and Natural Sciences 20102013
Accomplishmenrts
as Dean
Queens College, City University of New York
6530 Kissena Boulevard
Physics Department
Science Building
Room B322
Flushing, NY 11367
Telephone: 718.997.3390
email:larry.liebovitch@qc.cuny.edu


B.S.
Physics, City College of New York, 1972
Ph.D. Astronomy, Harvard University, 1978
In
1995, elected as a Fellow of the American Physical Society
"For advancing the physics of fractals and chaos and using
these methods to analyze and understand biological systems." 
Curriculum
Vitae Resume (1page)
Article
about Dr. Liebovitch from Emerging: The Newsletter of the Plexus
Institute (July/August 2005)
En espanol  from number 21 of
"Komplex", a monthly newsletter edited by O+berri, the
Basque Institute of Innovation (29 de mayo de 2006)

VIDEOS
Courses, Webinars, Conference Presentations 
Video Conference Presentation: Mathematical Models
of the Sustainable Peace Map, September 28, 2016
Queens College City University of New York Undergraduate Research Opportunities Showcase
URL link:click here
 Video Conference Presentation: Mathematics of Human Behavior, March 26, 2015
Columbia University Teachers College: Sustainable Peace: Systems, Applications and Interventions, The Advanced Consortium on Cooperation, Conflict and Complexity (AC4),
URL link:click here
 Peter T. Coleman Interviews: Larry Liebovitch, December 7, 2014
WKCRFM Columbia University
URL link:click here
 Webinar: What Mathematical Models Can Tell Us About Human Behavior, October 14, 2014
Human Systems Dynamics Institute  Systems and Peace: Emerging Frontiers
URL link:click here
 Methods in Complex Systems: An undergraduate/graduate course in statistics, nonparametric statistics, and complex systems (fractals, chaos, and nonlinear dynamics) at Florida Atlantic University, Spring 1998
URL link:click here

BOOKS
Oxford
University Press
Fractals and Chaos Simplified 
Fractals and Chaos Simplified for the Life
Sciences
 by Larry S. Liebovitch, 1998
 Oxford University Press, New York NY, 10016
 ISBN 0195120248
 This book explains the properties of fractals and chaos and illustrates
them with examples from biology and medicine. The aim is to provide
a basic understanding to people who are unfamiliar and/or afraid
of mathematics. However, enough mathematical detail is provided
so that biomedical scientists can learn how to use these new
methods in their own research. The material is presented one
concept at at time on facing pages, with text on the left page and
graphics on the right page. The graphics pages can be copied onto
transparencies to use to teach this material.

published by
Bio
Med Central
www.nonlinearbiomedphys.com 
Nonlinear Biomedical Physics
 New online journal of nonlinear methods from the physical sciences applied
to biology and medicine.
 Articles that cross the cultural divide from mathematics to the life
sciences.
 EditorsinChief: Zbigniew CZERNICKI, Wlodzimierz KLONOWSKI, and Larry
LIEBOVITCH

SAGE Publications, Quantitative Applications in the Social Sciences,
Volume 165
SAGE:
QASS Vol. 165 
Fractal Analysis in the Social Sciences
 by Clifford T. Brown and Larry S. Liebovitch, 2010
 SAGE Publications, Thousand Oaks, CA, 91320
 ISBN: 9781412971652
 This primer uses straightforward language to give the reader stepbystep
instructions for identifying and analyzing fractal patterns and
the social process that create them. By making fractals
accessible to the social science students, this book has a
significant impact on the understanding of human behavior.
 Detailed examples help readers learn and understand the analytical methods
presented.
 Clear and logical explanations of fractals and their analysis enable the
instructor to easily teach and the student to easily learn the
material.
 MATLAB programs
to analyze data.

Springer, Peace Psychology Book Series
Attracted
to Conflict 
Attracted to Conflict: Dynamic Foundations
of Destructive Social Relations by
 R. R. Vallacher
 P. T. Coleman
 A. Nowak
 L. BuiWrzosinska
 L. Liebovitch
 K. Kugler
 A. Bartoli,
2013
 Springer, New York, NY, 10013
 ISBN: 9783642352799
 Addresses intractable social conflict from the new vantage point of
dynamical systems.
 Authored by leading researchers in the field with different relevant
backgrounds.
 Addresses a broad audience of researchers in the natural sciences and
humanities.

JOURNAL ARTICLESMost recent in BLUE(complete list in curriculum
vitae)
BIOLOGY: differentiation, gene expression, ion channels 
L. S. Liebovitch and V. Naudot. 2011.
Open problems in the
dynamics of the expression of gene interaction networks (pdf), In Frontiers
in the Study of Chaotic Dynamical Systems with Open Problems, Ed. Z. Elhadj and
J. C. Sprott, World Scientific, Singapore, pp. 219229. 
J. L. Michaels, V. Naudot, and L. S. Liebovitch. 2010.
Dynamic
stabilization in the PU1GATA1 circuit using a model with timedependent kinetic
change Bulletin of Mathematical Biology doi:
10.1007/s1153801096153 
C. Marr, F. J. Theis, L. S. Liebovitch, and M.T. Huett. 2010.
Patterns
of subnet usage reveal distinct scales of regulation in the transcriptional
regulatory network of Escherichia coli (pdf) PLoS Computational
Biology 6(7): e1000836. doi:10.1371/journal.pcbi.1000836 
L. S. Liebovitch, V. K. Jirsa, and L. A. Shehadeh. 2006.
Structure of
genetic regulatory networks: Evidence for scale free networks (pdf).
In Complexus Mundi: Emergent Patterns in Nature, Ed.
M. M. Novak, World Scientific, Singapore, pp. 18. 
L. A. Shehadeh, L. S. Liebovitch, and V. K. Jirsa. 2006.
Relationship between
global structures of genetic networks and mRNA levels measured by
cDNA microarrays (pdf).Physica A 364
:297314. 
L. S. Liebovitch and Piotr Krekora. 2002.
The physical basis of
ion channel kinetics: the importance of dynamics. Institute
for Mathematics and its Applications Volumes in Mathematics and its
Applications, Membrane Transport and Renal Physiology,Eds. H. E. Layton
and A. M. Weinstein, 129:2752. (html) 
L. S. Liebovitch, Daniela Scheurle, Marian Rusek, and Michal Zochowski.
2001.
Fractal
methods to analyze ion channel kinetics. Methods
24:359375 (pdf). 
W. A. Varanda, L. S. Liebovitch, J. N. Figueira, and R. A. Nogueira.
2000.
Hurst analysis
applied to the study of single calciumactivated potassium channel kinetics in
Leydig cells. J. Theoret. Biol., 206: 343353. (pdf) . 
L. S. Liebovitch and A. T. Todorov. 2000.
What causes ion channel proteins to open and close? In Disorder Versus
Order in Brain Function, Eds. Peter Arhem, Clas
Blomberg, and Hans Liljenstrom, World Scientific, River Edge, NJ,
pp. 83106. 
S. B. Lowen, L. S. Liebovitch, and J. A. White. 1999.
Fractal ionchannel
behavior generates fractal firing patterns in neuronal models.
Phys. Rev E, 59: 59705980 (pdf) 
L. S. Liebovitch, Y. Tao, A. T. Todorov, and L. Levine. 1996.
Is there an error
checking code in the base sequence in DNA? Biophysical Journal,
71:15391544 (pdf).. 
MEDICINE: drug interactions, eyes, heart attacks 
L. S. Liebovitch, N. Tsinoremas, and A. Pandya. 2007.
Devloping
combinatorial multicomponent therapies (CMCT) of drugs that are more
specific and have fewer side effects than traditional one drug
therapies (pdf) Nonlinear Biomedical Physics 1:11 (30
August) doi:10.1186/1753463111107. 
L. S. Liebovitch. 2006.
Why the eye is
round. in Biology of the Eye, Ed. J. Fischbarg.
Elsevier, New York, NY, pp. 119. 
L. S. Liebovitch, T. Penzel, and J. W. Kantelhardt. 2002.
Physiological relevance of scaling of heart phenomena. In The Science of
Fractal Disasters: Climate Disruptions, Heart Attacks, and Market
Crashes, Eds. A. Bunde, J, Kropp, and H. J. Schellnhuber,
Springer, Berlin, pp. 258281. 
L. A. Shehadeh, L. S. Liebovitch, and M. A. Wood. 2002.
Temporal patterns of atrial arrhythmia recurrences in patients with
implantable debfibrillators: implications for assessing
antiarrhythmic therapies. J. Card. Electrophys.13:303309. 
M. A. Wood, K. A. Ellenbogen and L. S. Liebovitch. 1999.
Electrical storm in patients with transverse implantable
cardioverterdefibrillatorsJ. Am. Coll. Cardiology,
34:950951. 
L. S. Liebovitch, A. T. Todorov, M. Zochowski, D. Scheurle, L. Colgin, M.
A. Wood, K. A. Ellenbogen, J. M. Herre, and R. C. Bernstein. 1999.
Nonlinear
properties of cardiac rhythm abnormalities. Phys. Rev E,
59:33123319. (pdf) 
PEOPLE: anthropology, conflicts, economics, peace 
L. GuzmanVargas, B. ObregonQuintana, D. AguilarVelazquez, R. HernandezPerez, and L. S. Liebovitch. 2015.
WordLength Correlations and Memory in Large Texts: A Visibility Network Analysis (pdf). Entropy 17:77987810; doi:10.3390/e17117798 
L. S. Liebovitch, P. T. Coleman, B. FisherYoshida, J. Fisher, K. Mazzaro, D. Fry, P. Vandenbroeck, and S. Ortiz. 2015.
Challenge Problem: Sustainable Peace (pdf). Bloomberg Data for Good Exchange. 
I Y. FernandezRosales, L. S. Liebovitch, L. GuzmanVargas. 2015.
The dynamic consequences of cooperation and competition in smallworld networks. PLOS ONEPublished: April 30, 2015 DOI: 10.1371/journal.pone.0126234 
L. Kurt, K. G. Kugler, P. T. Coleman, and L. S. Liebovitch. 2014.
Behavioral and emotional dynamics of two people struggling to reach a consensus
about a topic on which they disagree. PLOS ONEPublished: January 10, 2014 DOI: 10.1371/journal.pone.008460 
J. L. Michaels, R. R. Vallacher, and L. S. Liebovitch. 2013.
Volatile psychological dynamics
in social interactions: Attitudes and emotions react asymmetrically to interaction shifts between agreement and disagreement (pdf)
Social Psychology and Personality Science 4:705713. DOI: 10.1177/1948550613482985 
A. RojasPachecoa, B. ObregonQuintanab, L.S. Liebovitch, and L.
GuzmanVargasa. 2013.
Timedelay
effects on dynamics of a twoactor conflict model. Physica A392:458467,
doi: dx.doi.org/10.1016/j.physa.2012.09.021 
R. Peluso, L. S. Liebovitch, J. M, Gottman, and J. Su. 2012.
A
Mathematical Model of Psychotherapy: An Investigation Using Dynamic Nonlinear
Equations to Model the Therapeutic Relationship. Psychotherapy Research
22(1):4055, doi: 10.1080/10503307.2011.622314 
L. S. Liebovitch, Paul R. Peluso, M. D. Norman, J. Su, and J. M. Gottman.
2011.
Mathematical
model of the dynamics of psychotherapy. Cognitive Neurodynamicsdoi:
10.1007/s115710119157x 
L. S. Liebovitch, R. Vallacher, and J. Michaels. 2010.
Dynamics of cooperationcompetition interaction model, Peace and Conflict:
The Journal of Peace Psychology, 16(2):175188. 
N. E. Romero, Q. D. Y. Ma, L. S. Liebovitch, C. T. Brown and P.
Ch. Ivanov. 2010.
Correlated walks down the
Babylonian markets (pdf) Europhysics Letters (EPL) 90:18004. doi:
10.1209/02955075/90/18004. 
L. S. Liebovitch, V. Naudot, R. Vallacher, A. Nowak, L. BuiWrzosinska, and
P. Coleman. 2008.
Dynamics of
twoactor cooperationcompetition conflict models. (pdf) Physica
A 387:63606378.
doi:
10.1016/j.physa.2008.07.020 
C. T. Brown, L. S. Liebovitch, and R. Glendon. 2007.
Levy flights in Dobe
Ju/'hoansi foraging patterns (pdf). Human Ecology
35:129138. 
L. S. Liebovitch and Lina A. Shehadeh. 2005.
Chapter 5. Introduction
to Fractals (pdf). In Tutorials in Contemporary Nonlinear
Methods for the Behavorial Sciences Web Book Eds. M. A. Riley
and G. V. Orden, National Science Foundation, Directorate for
Social, Behavorial and Economic Sciences,
http://www.nsf.gov/sbe/bcs/pac/nmbs/nmbs.jsp 
C. T. Brown, W. R. T. Walter, and L. S. Liebovitch. 2005.
The Broken Past: Fractals
in Archaeology. J. Archaeological Method and Theory
12 :3778. (pdf). 
PHYSICS: complexity, networks, oscillators 
I Y. FernandezRosales, L. S. Liebovitch, L. GuzmanVargas. 2015.
The dynamic consequences of cooperation and competition in smallworld networks PLOS ONEPublished: April 30, 2015 DOI: 10.1371/journal.pone.0126234 
C. Witkov and L. S. Liebovitch. 2010.
Predicting optimal sweep
rates for autoresonance in Duffingtype oscillators: A beat method
using TeagerKaiser instantaneous frequency J. Sound and
Vibration 329(8):11541164. doi:10.1016/j.jsv.2009.10.030 
L. S. Liebovitch. 2006.
What is "SelfOrganization"?
(pdf) In Emgering, The Newsletter of the
Plexus Institute, AprilAugust 2006, pp. 1619. 
L. S. Liebovitch, A. T. Todorov, M. A. Wood, and K. A. Ellenbogen. 2000.
When using the mean is meaningless: examples from
probability theory and cardiology, In Handbook of Research
Design in Mathematics and Science Education Eds. A.
E. Kelly and R. Lesh, Lawrence Erlbaum Assoc. Inc, Mahwah NJ, pp.
913926. 
L. S. Liebovitch, and D. Scheurle. 2000.
Two lessons
from fractals and chaos. Complexity,
5(No.4):3443. (html). 
M. Zochowski and L. S. Liebovitch. 1999.
Selforganizing
dynamics of coupled map systems. Phys. Rev E, 59:28302837 (pdf). 
COURSES TAUGHT(complete list in curriculum
vitae)
Queens College, City University of New York, NY 
General Physics II  Undergraduate Physics PH 122, Spring 2016, syllabus Electricity, magnetism, optics, special relativity, quantum mechanics. 
General Physics II Laboratory  Undergraduate Physics PH 122, Spring 2016 
Principles of Physics I Laboratory  Undergraduate Physics PH 145, Spring 2016 
Introduction to Modern Physics  Undergraduate Physics PH 260, Fall 2015, syllabus
Special relativity and quantum mechanics. 
General Astronomy Laboratory  Undergraduate Physics Astr 2, Fall 2015 
General Physics II Laboratory  Undergraduate Physics PH 122, Fall 2015 
General Physics II  Undergraduate Physics PH 122, Spring 2015, syllabus Electricity, magnetism, optics, special relativity, quantum mechanics. 
General Astronomy Laboratory  Undergraduate Physics Astr 2, Spring 2015 
Introduction to Modern Physics  Undergraduate Physics PH 260, Fall 2014, syllabus
Special relativity and quantum mechanics. 
Principles of Physics I Laboratory  Undergraduate Physics PH 145, Fall 2014 
General Astronomy Laboratory  Undergraduate Physics Astr 2, Fall 2014 
Florida Atlantic University, Boca Raton, FL 
Fractals in Psychology  Undergraduate Psychology PSY 3502, Fall 2009, syllabus
How fractal methods can be used to analyze experimental data and gain a better understanding of the physiology and psychology of perception and behavior. 
Methods in Complex Systems  Graduate Interdisciplinary ISC 6450, Fall 2008, syllabus
Linear, parametric, nonparametric, and nonlinear analysis of experimental data: The stuff that they told you and that they didn't tell you in undergraduate statistics. This course helps you to understand the assumptions used in these statistical methods and which statistical methods are best for analyzing different types of data.
Required for the Ph.D. program in Complex Systems and Brain Sciences.

Fractals in Psychology  Undergraduate Psychology PSY 3502, Spring 2008, syllabus 
Application of Fractals to Psychology  Undergraduate Psychology PSY 4930. Spring 2007, syllabus

Complexity for the Life Sciences  Graduate Psychology PSY 5930, Fall 2006, syllabus
Most things are made up of many pieces that interact strongly with each other.
Yet much of science has tried to study things by tearing them apart and studying only their tiny separate, noninteracting pieces. Here we will learn how the science of "complexity" is able to help us see, analyze, and understand complex entities in physics, chemistry, biology, and psychology. 
Psychology and the Internet  Undergraduate Psychology PSY 4930, Spring 2006, syllabus
The INTERNET has become an important mode of how people acquire information, interact with each other, and conduct business. Thorough knowledge of the INTERNET is becoming of pivotal importance in academic Psychology and in the Business environment. This course will:
Tell you what the INTERNET is, how it works, and how it came to be.
Describe the social space and processes that happen over the INTERNET.
Describe how the Internet is changing social interactions, businesses, politics, and the military. 
The Mathematics and Science of Fractals  Undergraduate Mathematics MAT 1932, Spring 2005, syllabus
Mathematics for undergraduate students who never liked and never did well in math. 
Fractals and Chaos for the Life Sciences  Graduate Interdisciplinary ISC 5451, Fall 2004, syllabus
Mathematics of fractals and chaos applied to cellular, physiological, and psychological systems. (Mathematical level: calculus and differential equations.) 
The Mathematics and Science of Fractals  Undergraduate Mathematics MAT 1932, Spring 2004, syllabus
Mathematics for undergraduate students who never liked and never did well in math. 
Methods in Complex Systems  Graduate Interdisciplinary ISC 6450, Spring 2004, syllabus 
Psychology of the Internet  Undergraduate Psychology PSY 4930, Fall 2003, syllabus
The INTERNET has become an important mode of how people acquire information, interact with each other, and conduct business.
Thorough knowledge of the INTERNET is becoming of pivotal importance in academic Psychology and in the Business environment. This course will:
Tell you what the INTERNET is and how it works.
Describe the social space and processes that happen over the INTERNET.
Give you information about resources available for learning about Psychology over the INTERNET. 
last revised October 11, 2016



