World's Best Scientists 2026 revealed!
Michael F. Shlesinger

Michael F. Shlesinger

D-Index & Metrics

Mathematics

D-Index
39
Citations
11650
World Ranking
2127
National Ranking
900

Research.com Recognitions

  • 1993 - Fellow of American Physical Society (APS) Citation For his contributions to the understanding of transport and relaxation in amorphous media, in particular, the introduction of the concept of fractal time, and also for his extraordinary service to the profession

Overview

Michael F. Shlesinger is affiliated with the Office of Naval Research in the United States. Their professional work encompasses contributions primarily related to transport and relaxation phenomena in amorphous media.

They have authored several book publications under the publisher World Scientific. Among these works are An Unbounded Experience in Random Walks with Applications, published in 2020, and Why Not Nonlinear Algebra, published in 2025.

In 1993, Michael F. Shlesinger was recognized as a Fellow of the American Physical Society (APS). The award citation highlights their contributions to the understanding of transport and relaxation in amorphous media, notably introducing the concept of fractal time, as well as their service to the profession.

Best Publications

  • Beyond Brownian motion

    Joseph Klafter;Michael F. Shlesinger;Gert Zumofen

  • Lévy dynamics of enhanced diffusion: Application to turbulence.

    M. F. Shlesinger;B. J. West;J. Klafter

  • Stochastic pathway to anomalous diffusion

    J. Klafter;A. Blumen;M. F. Shlesinger

  • Time‐Scale Invariance in Transport and Relaxation

    Harvey Scher;Michael F. Shlesinger;John T. Bendler

  • Asymptotic solutions of continuous-time random walks

    Michael F. Shlesinger

  • On 1/f noise and other distributions with long tails

    Elliott W. Montroll;Michael F. Shlesinger

  • On the relationship among three theories of relaxation in disordered systems.

    Joseph Klafter;Michael F. Shlesinger

  • Generalized master equations for continuous-time random walks

    V. M. Kenkre;E. W. Montroll;M. F. Shlesinger

  • Maximum entropy formalism, fractals, scaling phenomena, and 1/ f noise: A tale of tails

    Elliott W. Montroll;Elliott W. Montroll;Michael F. Shlesinger;Michael F. Shlesinger

  • Fractal Time in Condensed Matter

    Michael F. Shlesinger

  • Random Walks with Infinite Spatial and Temporal Moments

    Michael F. Shlesinger;Michael F. Shlesinger;Joseph Klafter;Y. M. Wong

  • Dynamic patterns in complex systems

    J. A. Scott Kelso;Arnold J. Mandell;Michael F. Shlesinger

  • The Noise in Natural Phenomena

    Michael Shlesinger

  • Mathematical physics: search research.

    Michael F. Shlesinger

  • Lévy Walks Versus Lévy Flights

    Michael F. Shlesinger;Joseph Klafter

  • Random walks with self-similar clusters.

    Barry D. Hughes;Michael F. Shlesinger;Elliott W. Montroll

  • ON THE UBIQUITY OF 1/f NOISE

    Bruce J. West;Michael F. Shlesinger

  • Williams-watts dielectric relaxation: A fractal time stochastic process

    Michael F. Shlesinger

  • Analogs of renormalization group transformations in random processes

    Michael F. Shlesinger;Barry D. Hughes

  • Fractal Time and 1/f Noise in Complex Systems

    Michael F. Shlesinger

Frequent Co-Authors

Joseph Klafter
Joseph Klafter Tel Aviv University
Bruce J. West
Bruce J. West US Army Research Office
Ronald N. Kostoff
Ronald N. Kostoff Georgia Institute of Technology
George H. Weiss
George H. Weiss National Institutes of Health
Uzi Landman
Uzi Landman Georgia Institute of Technology
Shlomo Havlin
Shlomo Havlin Bar-Ilan University
Hermann Haken
Hermann Haken University of Stuttgart
Charles B. Nemeroff
Charles B. Nemeroff The University of Texas at Austin

If you think any of the details on this page are incorrect, let us know.

Report an issue

We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:

Related Online Degrees & Career Pathways

Pursuing a Mathematics degree in the USA opens doors to various interdisciplinary fields that blend analytical skills with business acumen. For graduates interested in leadership roles, exploring the accelerated mba programs online can provide a fast track to management positions while building on mathematical foundation.

Those looking to specialize further might consider finance, where mathematical modeling and statistics play a crucial role. Programs offering the cheapest masters in finance provide cost-effective education that prepares students for careers in financial analysis, investment banking, or risk management.

For an online academic route that emphasizes strategic business insights, earning a best 1 year dba program online could be ideal. This degree blends research, leadership, and practical management skills, powered by quantitative analysis skills developed through mathematics.

Lastly, combining mathematical expertise with marketing strategies is increasingly valuable. Pursuing a masters in marketing online offers a pathway to high-demand roles where data-driven decision-making is critical. These interdisciplinary options enhance career flexibility and growth potential.

Best Scientists Citing Michael F. Shlesinger

Trending Scientists

Recently Published Articles