1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.OC2021
Volterra model-based control for nonlinear systems via Carleman linearization
Dhruvi Bhatt, Shambhu Nath Sharma
This paper presents detailed insights of embedding Carleman linearization into nonlinear systems for designing Volterra model-based control technique. Volterra series method is a c…
math.OC2019
Filtering theory for a weakly coloured noise process
Shaival H. Nagarsheth, Dhruvi S. Bhatt, Shambhu N. Sharma
The problem of analyzing the Ito stochastic differential system and its filtering has received attention. The classical approach to accomplish filtering for the Ito SDE is the Kush…
math.OC2019★ 1 cited
Estimation of the van de Vusse reactor via Carleman embedding
Dhruvi S. Bhatt, Shambhu N. Sharma
The van de Vusse reactor is an appealing benchmark problem in industrial control, since it has a non-minimum phase response. The van de Vusse stochasticity is attributed to the flu…