Yuriy Sergeyevich Polyakov (Russian: Юрий Сергеевич Поляков, born September 3, 1980 in Moscow, Soviet Union) is a Russian-American scientist at USPolyResearch. He is best known for his work in chemical engineering (theory of filtration processes, mathematical modeling of chemical reactors).
Polyakov wrote his first scientific paper when he was a freshman student at the Moscow State University of Environmental Engineering. In April 1998, he moved to the United States. Polyakov received a Bachelor of Science in Computer Information Systems with Summa Cum Laude from Excelsior College in 2002 and Master of Science in Computer Science from New Jersey Institute of Technology in 2003, where he carried out scientific research in computer science and computational mathematics. In 2004, he defended his PhD dissertation in Chemical Engineering at the Moscow State University of Environmental Engineering. In 2006, Polyakov started scientific cooperation with Serge Timashev in the analysis of stochastic time series (Flicker-Noise Spectroscopy). In 2007, he defended the DSc dissertation in Physics and Mathematics at the Karpov Institute of Physical Chemistry, Moscow, Russia.
Main results in chemical engineering include the development of a novel filtration process – depth membrane filtration, systematic study of nonuniform particle deposition on the inner and outer surfaces of ultrafiltration and microfiltration membranes, and mathematical modeling of coupled heat and mass transfer with chemical conversions. Main results in computer science and computational mathematics include the development of an approximate method for nonlinear differential and integrodifferential equations and development of a feedback algorithm for switch location with application to network design. Serge Timashev and Yuriy Polyakov are currently developing a phenomenological theory for the analysis of natural time and space series with stochastically varying components, Flicker-Noise Spectroscopy, that may be used for problems such as the diagnosis of health conditions and earthquake prediction.
Honors and awards
He received Moscow Mayor’s Young Scientist Award in 2005. Listed in multiple biographical reference books.
- Polyakov YuS, Maksimov ED, Polyakov VS (1999). "On the Design of Microfilters". Theoretical Foundations of Chemical Engineering 33 (1): 64–71.
- Polyakov, Yuriy S (2003). Feedback Algorithm for Switch Location: Analysis of Complexity and Application to Network Design (Master's Thesis). New Jersey Institute of Technology.
- Polyakov, Yuriy S (2004). Ultra- and Microfiltration in Hollow-Fiber Filters with Cake Formation on the Membrane Surface (PhD Dissertation). Moscow State University of Environmental Engineering.
- Timashev SF, Polyakov YuS (2007). "Review of Flicker Noise Spectroscopy in Electrochemistry". Fluctuation and Noise Letters 7 (2): R15–R47. doi:10.1142/S0219477507003829.
- Polyakov, Yuriy S (2007). Nonuniform Particle Deposition on External and Internal Surface of Semipermeable Membranes (DSc Dissertation). Moscow State University of Environmental Engineering.
- Polyakov YuS (2006). "Hollow Fiber Membrane Adsorber: Mathematical Model". Journal of Membrane Science 280: 610–623. doi:10.1016/j.memsci.2006.02.019.
- Polyakov YuS (2007). "Phenomenological Theory of Depth Membrane Filtration". Chemical Engineering Science 62 (7): 1851–1860. doi:10.1016/j.ces.2006.12.025.
- Polyakov YuS (2007). "Use of Cake Deposition to Improve the Efficiency of Ultra- and Microfiltration Plants". Theoretical Foundations of Chemical Engineering 41 (5): 475–482. doi:10.1134/S0040579507050041.
- Kholpanov LP, Polyakov YuS (2006). "Mathematical Modeling of Turbulent Heat and Mass Transfer with Chemical Conversions". Theoretical Foundations of Chemical Engineering 40 (5): 454–464. doi:10.1134/S0040579506050022.
- Polyakov YuS, Dil'man VV (2006). "Approximate Method for Nonlinear Differential and Integrodifferential Equations". AIChE Journal 52 (11): 3813–3824. doi:10.1002/aic.10995.
- Verkhovsky BS, Polyakov YuS (2003). "Feedback Algorithm for the Single-Facility Minisum Problem". Annals of the European Academy of Sciences 1: 127–136.