Matteo Nicoli Email & Phone Number

New York, United States

Greater New York City Area

Exos has built a next-gen platform for B2B institutional finance. A platform designed to deliver all the services of a traditional investment bank, reimagined and tailored to a modern digital world, all integrated into a powerful, modern technology platform driven by data and data science. Our ambition at Exos is to transform the business of institutional finance to serve customers better. Our ethos of using technology to enable clients greater insight, exceptional client experience and transparency across all areas of capital markets, is at the heart of everything we do.

Boston

Center For Interdisciplinary Research On Complex Systems

• Research Field: Fracture Mechanics. Conducted computational materials science research to study fracture propagation in anisotropic materials. Formulated a novel phase-field model for fractures in brittle gels.• Developed numerical algorithms to solve linear and nonlinear partial differential equations. Applied state-of-the-art parallel Multigrid methods to solve elliptic PDEs with hundreds of CPU cores. Implemented algorithms in massively parallel architectures (NVIDIA GPUs), leading to a speed up of numerical methods of a factor 50 with respect with single core computations.

Espci Paris Tech. - Lab. Ppmd (Paris)

• Collaborated with an experimental group in the study of the debonding dynamics of pressure-sensitive adhesives (PSAs), e.g. scotch tape, produced by DOW Chemicals and LyondellBasell.• Developed an image recognition algorithm to track the growth of cavities in PSAs during debonding.

Lab. Pmc (Paris)

• Involved in a European Community Project on the multi-scale modeling of interfacial phenomena in acrylic adhesives undergoing deformation. Conducted theoretical and computational research in Fluid Mechanics. Employed the phase-field method to investigate properties of simple fluids and viscoelastic materials. • Developed finite difference methods to simulate two-phases incompressible fluids, coupled nonlinear partial differential equations to track interfaces with iterative solvers to enforce fluid incompressibility.

Madrid Area, Spain

• Research Field: Statistical Mechanics. Investigated the statistical properties of out-of-equilibrium systems using diffuse interface methods and stochastic partial differential equations (SPDEs). • Developed pseudo-spectral methods to integrate stiff SPDEs with high-order derivatives and nonlinearities. Studied the dynamics of growing interfaces with phase-field models (finite differences).• Applied advance analytical techniques (dynamic renormalization group and matched asymptotic analysis) to study the critical behavior of turbulent interfaces.• Taught advanced and introductory computer laboratories to undergraduate students of the Engineering Department: Numerical Simulations and Optimization (Civil Eng., 20 hours), Numerical Methods (Civil Eng. 60 hours), Calculus I (Computer Science Eng., 20 hours), Linear Algebra (Computer Science Eng., 20 hours).Led several tutorial sections solving problems of Calculus I and II for undergraduate students of Telecommunications Engineering (50 hours).

Doctor Of Philosophy (Ph.D.), Mathematical Engineering, Excellent Cum Laude

Master'S Degree, Physics, Excellent

Bachelor'S Degree, Physics, 110/110

Education record