Biography:Baruch Barzel

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Short description: Israeli physicist and mathematician
Baruch Barzel
Barzel.jpg
Baruch Barzel
Born (1976-03-19) 19 March 1976 (age 47)
NationalityIsraeli
CitizenshipIsrael
Alma materBar-Ilan University (BS)
OccupationPhysicist and Applied mathematician
Known forhis research on complex and
stochastic systems,

specifically on stochastic moment equations
and universality in network dynamics.

Also a public lecturer in Israel, and presents a weekly corner on Jewish thought in Israeli Public Broadcasting Corporation.

Baruch Barzel (March 19, 1976) is an Israeli physicist and applied mathematician at Bar-Ilan University,[1] a member of the Gonda Multidisciplinary Brain Research Center[2] and of the Bar-Ilan Data Science Institute.[3] His main research areas are statistical physics,[4][5] complex systems,[6][7] nonlinear dynamics and network science.[8][9][10]

In 2013 he introduced the concept of universality in the dynamics of complex networks, showing that complex systems from different domains condense into discrete forms, or universality classes, of dynamic behavior. In the following years, Barzel and colleagues developed a theoretical framework to predict the observed behavior of complex networked systems: their patterns of information flow;[11] the timescales of their signal propagation;[12] their resilience against failures and disruptions[13][14] and their recoverability.[15]

During the COVID-19 Pandemic Barzel's lab published the alternating quarantine strategy[16] to mitigate the spread of SARS-CoV-2 alongside continuous socioeconomic activity. The strategy was implemented by several agencies in Israel[17][18] and around the world.[19]

Academic career

Barzel completed his Ph.D. in physics at the Hebrew University of Jerusalem, Israel as a Hoffman Fellow.[20] He then pursued his postdoctoral training at the Center for Complex Network Research[21] at Northeastern University and at the Channing Division of Network Medicine,[22] Harvard Medical School. Barzel is a recipient of the Racah prize (2007) and the Krill prize of the Wolf Foundation (2019).[23] Barzel is also an active public lecturer on science and on Judaism, and presents a weekly corner on Jewish thought on Israeli Public Broadcasting Corporation .[24]

Dr. Barzel's research focuses on the dynamic behavior of complex networks, uncovering universal principles that govern the dynamics of diverse systems, such as disease spreading,[25][16][26] gene regulatory[9][27] networks, protein interactions or population dynamics.[28]

Selected publications

Public lectures and media coverage

  • Universal resilience patterns in complex networks in Ynet (Hebrew)
  • Bar-Ilan Nitzotzot meeting 2015 (Hebrew) "Connecting the world in six steps"
  • Interview on Channel 20, 2019 (Hebrew)
  • Network Earth, 2019
  • Universality in network dynamics in 2Physics
  • Predicting the tipping point of complex systems in The Munich eye
  • A new framework to predict spatiotemporal signal propagation in complex networks in Phys.org
  • Profile article on the Complex Network Dynamics lab in Makor Rishon (Hebrew)
  • Krav Mada radio lecture series in Galei Zahal (Hebrew)
  • Israeli experts propose radical post-corona exit strategy in Israel21
  • An alternative quarantine strategy in El Economista
  • A well-calculated proposal: mathematical proposal to fight COVID-19 and get out of the economic blockade in Aula Magna

More here.

References

  1. "Homepage". http://u.cs.biu.ac.il/~barzelb/. 
  2. "Bar Ilan Brain sciences – Gonda multidisciplinary brain research center". https://gondabrain.biu.ac.il/en. 
  3. "The Data Science Institute at Bar-Ilan University – Understanding the world through data" (in en-US). https://dsi.biu.ac.il/. 
  4. B Barzel, O Biham, R Kupferman, A Lipshtat, A Zait (2010). "Dimensional reduction of the master equation for stochastic chemical networks: The reduced-multiplane method". Physical Review E 82 (2): 021117. doi:10.1103/physreve.82.021117. PMID 20866785. Bibcode2010PhRvE..82b1117B. 
  5. B Barzel, O Biham (2009). "Stochastic analysis of dimerization systems". Physical Review E 80 (3): 031117. doi:10.1103/physreve.80.031117. PMID 19905072. Bibcode2009PhRvE..80c1117B. 
  6. B Barzel, O Biham (2012). "Stochastic analysis of complex reaction networks using binomial moment equations". Physical Review E 86 (3): 031126. doi:10.1103/physreve.86.031126. PMID 23030885. Bibcode2012PhRvE..86c1126B. 
  7. B Barzel, O Biham (2008). "Calculation of switching times in the genetic toggle switch and other bistable systems". Physical Review E 78 (4): 041919. doi:10.1103/physreve.78.041919. PMID 18999467. Bibcode2008PhRvE..78d1919B. 
  8. B. Barzel and A.-L. Barabási (2013). "Universality in Network Dynamics". Nature Physics 9 (10): 673–681. doi:10.1038/nphys2741. PMID 24319492. Bibcode2013NatPh...9..673B. 
  9. 9.0 9.1 B. Barzel and A.-L. Barabási (2013). "Network link prediction by global silencing of indirect correlations". Nature Biotechnology 31 (8): 720–725. doi:10.1038/nbt.2601. PMID 23851447. 
  10. B. Barzel Y.-Y. Liu and A.-L. Barabási (2015). "Constructing minimal models for complex system dynamics". Nature Communications 6: 7186. doi:10.1038/ncomms8186. PMID 25990707. Bibcode2015NatCo...6.7186B. 
  11. U. Harush and B. Barzel (2017). "Dynamic patterns of information flow in complex networks". Nature Communications 8 (1): 2181. doi:10.1038/s41467-017-01916-3. PMID 29259160. Bibcode2017NatCo...8.2181H. 
  12. C. Hens, U. Harush, S. Haber, R. Cohen and B. Barzel (2019). "Spatiotemporal signal propagation in complex networks". Nature Physics 15 (4): 403–412. doi:10.1038/s41567-018-0409-0. Bibcode2019NatPh..15..403H. 
  13. J. Gao, B. Barzel and A.-L. Barabási (2016). "Universal resilience patterns in complex networks". Nature 530 (7590): 307–312. doi:10.1038/nature16948. PMID 26887493. Bibcode2016Natur.530..307G. 
  14. C. Meena, C. Hens, S. Acharyya, S. Haber, S. Boccaletti and B. Barzel (2023). "Emergent stability in complex network dynamics". Nature Physics 19 (7): 1033–1042. doi:10.1038/s41567-023-02020-8. 
  15. H. Sanhedrai, J. Gao, A. Bashan, M. Schwartz, S. Havlin and B. Barzel (2022). "Reviving a failed network through microscopic interventions". Nature Physics 18 (3): 338–349. doi:10.1038/s41567-021-01474-y. Bibcode2022NatPh..18..338S. 
  16. 16.0 16.1 Meidan (2021). "Alternating quarantine for sustainable epidemic mitigation". Nature Communications 12 (1): 220. doi:10.1038/s41467-020-20324-8. PMID 33431866. PMC 7801583. https://doi.org/10.1038/s41467-020-20324-8. 
  17. שומפלבי, אטילה; לוקש, אלכסנדרה (2020-06-02). "בצל החשש לגל הדבקה נוסף: האם יונהג סגר במשמרות?" (in he). Ynet. https://www.ynet.co.il/health/article/HJCg113m3U. 
  18. "עבודה שבוע-שבוע ושחרור לפי גיל: האם כך תיראה היציאה מהסגר?". TheMarker. https://www.themarker.com/news/health/1.8734302. 
  19. "May 29, 2020: Leuze in the fast lane with "alternating quarantine"" (in en-GB). https://www.leuze.com/en/US/translate-to-english-company/translate-to-english-press-pr/translate-to-english-2020-05-29-leuze-mit-alternating-quarantine-auf-der-ueberholspur/. 
  20. "Hoffman fellowship alumni". http://hoffman-program.huji.ac.il/inner/29. 
  21. "CCNR website". http://www.barabasilab.com/. 
  22. "Channing website". http://brighamandwomens.org/research/depts/medicine/channing/default.aspx. 
  23. "Baruch Barzel" (in en-US). 2019-12-17. https://wolffund.org.il/2019/12/17/baruch-barzel-2/. 
  24. "Kol Shishi radio show". http://www.iba.org.il/program.aspx?scode=1549901. 
  25. Uzi Harush and Baruch Barzel (2017). "Dynamic patterns of information flow in complex networks". Nature Communications 8 (1): 2181. doi:10.1038/s41467-017-01916-3. PMID 29259160. Bibcode2017NatCo...8.2181H. 
  26. Hacohen (2019). "Digitizable therapeutics for decentralized mitigation of global pandemics". Scientific Reports 9 (1): 14345. doi:10.1038/s41598-019-50553-x. PMID 31586137. PMC 6778202. Bibcode2019NatSR...914345H. https://doi.org/10.1038/s41598-019-50553-x. 
  27. "Chapter 9". Handbook of systems biology: concepts and insights. Academic Press, Cambridge. 2012. 
  28. B. Barzel and O. Biham (2011). "Binomial moment equations for stochastic reaction systems". Physical Review Letters 106 (15): 150602. doi:10.1103/physrevlett.106.150602. PMID 21568538. Bibcode2011PhRvL.106o0602B. 

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