activity
20152021
most citedTwo step micro-rheological behavior in a viscoelastic fluid

23 citations · 24 across the 7 of their papers we have counts for

collaborators

8 papers

cond-mat.soft2021★ 23 cited

Two step micro-rheological behavior in a viscoelastic fluid

Rohit Jain, Félix Ginot, Johannes Berner +2

We perform micro-rheological experiments with a colloidal bead driven through a viscoelastic worm-like micellar fluid and observe two distinctive shear thinning regimes, each of th…

math.AP2020

Regularity results for a penalized boundary obstacle problem

Donatella Danielli, Rohit Jain

In this paper we are concerned with a two-penalty boundary obstacle problem of interest in thermics, fluid dynamics and electricity. Specifically, we prove existence, uniqueness an…

math.DG2017

The Calabi Conjecture

Rohit Jain, Jason Jo

In this essay we aim to explore the Geometric aspects of the Calabi Conjecture and highlight the techniques of nonlinear Elliptic PDE theory used by S.T. Yau [SY] in obtaining a so…

math.DG2017★ 1 cited

Supersymmetric Schrödinger Operators with Applications to Morse Theory

Rohit Jain

In 1981 Edward Witten proved a remarkable result where he derived the classical Morse Inequalities using ideas from Supersymmetric (SUSY) Quantum Mechanics. In this regard, one has…

math.CA2015

Order of Magnitude of Fourier Coefficients for Almost Periodic Functions

Alec Train, Rohit Jain, Will Carlson

We provide an introduction of some basic facts of uniformly almost periodic functions, such as Fourier series representations. A result is then proved about Fourier coefficients wh…

math.AP2015

The Fully Nonlinear Stochastic Impulse Control Problem

Rohit Jain

In this paper, motivated by a problem in stochastic impulse control theory, we aim to study solutions to a free boundary problem of obstacle-type. We obtain sharp estimates for the…

math.AP2015

Uniform estimates for the Penalized Boundary Obstacle Problem

Rohit Jain

In this paper, motivated by a problem arising in random homogenization theory, we initiate the study of uniform estimates for the fractional penalized obstacle problem, $ Δ^{s}u^ε…

math.AP2015

The Classical Stochastic Impulse Control Problem

Rohit Jain

In this paper we study regularity estimates for the solution to an obstacle problem arising in stochastic impulse control theory. We prove using elementary methods the known sharp…