Bogdan Vernescu
Bogdan Vernescu is currently Professor of mathematical sciences and the Vice Provost for Research.
His research is in applied mathematics for multiscale materials sciences, focusing on the characterization of material properties of composites, porous media, suspensions, emulsions and electrorheological/magnetorheological materials. He has published over 60 research papers, a monograph and a proceedings volume. He has held visiting positions at MIT, the University of Metz, University of Nancy, University of Savoie, University of Rouen, University of Sorbonne Paris Nord, University of Rome La Sapienza Rome, and at the Institute of Mathematics of the Romanian Academy.
He was appointed to the position of vice provost for research in 2016, with the goal of enhancing faculty research efforts and increasing support for research at WPI from government agencies, corporations, and foundations. His responsibilities include supervising the operation and non-financial support of WPI’s research enterprise, including oversight of university-wide research institutes and centers, and the offices that administer research sponsorship and compliance and intellectual property and innovation.
Vernescu originally joined WPI in 1991 as a faculty member in the Mathematical Sciences department, where he co-founded the Center for Industrial Mathematics and Statistics in 1997, and subsequently served as department head from 2003 to 2013.
Before arriving at WPI, Vernescu was a researcher at the Institute of Mathematics of the Romanian Academy. He earned BS and MS degrees in applied mathematics from the University of Bucharest, and a PhD in mathematics from the Institute of Mathematics in Romania.
Bogdan Vernescu
Bogdan Vernescu is currently Professor of mathematical sciences and the Vice Provost for Research.
His research is in applied mathematics for multiscale materials sciences, focusing on the characterization of material properties of composites, porous media, suspensions, emulsions and electrorheological/magnetorheological materials. He has published over 60 research papers, a monograph and a proceedings volume. He has held visiting positions at MIT, the University of Metz, University of Nancy, University of Savoie, University of Rouen, University of Sorbonne Paris Nord, University of Rome La Sapienza Rome, and at the Institute of Mathematics of the Romanian Academy.
He was appointed to the position of vice provost for research in 2016, with the goal of enhancing faculty research efforts and increasing support for research at WPI from government agencies, corporations, and foundations. His responsibilities include supervising the operation and non-financial support of WPI’s research enterprise, including oversight of university-wide research institutes and centers, and the offices that administer research sponsorship and compliance and intellectual property and innovation.
Vernescu originally joined WPI in 1991 as a faculty member in the Mathematical Sciences department, where he co-founded the Center for Industrial Mathematics and Statistics in 1997, and subsequently served as department head from 2003 to 2013.
Before arriving at WPI, Vernescu was a researcher at the Institute of Mathematics of the Romanian Academy. He earned BS and MS degrees in applied mathematics from the University of Bucharest, and a PhD in mathematics from the Institute of Mathematics in Romania.
Scholarly Work
C. C. Mei and B. Vernescu, Homogenization Methods for Multiscale Mechanics, World Scientific Publishing Co., 2010.
B. S. Tilley, B. Vernescu and J. Plummer, Geometry-Driven Charge Accumulation in Electrokinetic Flows between Thin, Closely Spaced Laminates, SIAM J. Appl. Math. 72, 1 (2012) pp. 39-60.
F. Maris, B. Vernescu, Effective leak conditions across a membrane, Complex Variables and Elliptic Equations, 57, 2-4 (2012) pp. 437-453.
D. Onofrei and B. Vernescu, Error Estimates for Periodic Homogenization with Non-smooth Coefficients, Asymptotic Analysis, 54, (2007) 103-123.
G. Nika, B. Vernescu, Rate of Convergence for a multiscale model of dilute emulsions with non-uniform surface tension
D. Giachetti, B. Vernescu and M. A. Vivaldi, Asymptotic analysis of singular problems in perforated cylinders, Differential and Integral Equations, 29, 5-6, (2016), 531-562.