most citedEstimation of the van de Vusse reactor via Carleman embedding

1 citations · 1 across the 7 of their papers we have counts for

collaborators

9 papers

math.OC2021

On the machine swing dynamics: a perspective

Prashant G. Medewar, Shambhu N. Sharma

A formal approach to rephrase nonlinear filtering of stochastic differential equations is the Kushner setting in applied mathematics and dynamical systems. Thanks to the ability of…

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

RNGA for non-square multivariable control systems: properties and application

Shaival Hemant Nagarsheth, Shambhu Nath Sharma

The Relative Gain Array (RGA) and Relative Normalized Gain Array (RNGA) have received considerable attention for square systems. In this paper RNGA with the column-major, for non-s…

math.OC2019

Sensitivity integrals and related inequalities for process control systems

Shaival Nagarsheth, Shambhu Nath Sharma

This paper exhibits the closed-loop design constraints using the non-analytic function theory. First, the paper generalizes the sensitivity integral for linear feedback systems wit…

math.OC2019

Non-conventional Estimation Theorems Concerning a Ubiquitous Bilinear Stochastic Differential System: a Control Perspective

Sandhya Rathore, Shambhu Nath Sharma, Dani Juricic

Stochastic differential equations and the associated partial differential equations are the cornerstone formalism in stochastic control problems. The universality of bilinear stoch…

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…