Vaibhav Pathak(Institute of Mathematical Sciences, 2026)
This thesis focuses on advancing the theoretical understanding of semi-inclusive deep-
inelastic scattering (SIDIS) through the high-precision computation of higher-order
radiative corrections. In this work, we computated ...
Vishwajeet Kumar(The Institute of Mathematical Sciences, 2026)
This thesis was broadly divided into two parts. The first part was dedicated to the formulation of the Arrhenius law for interacting diffusive systems, along with an analysis of its inference properties. The second part ...
Anannya Upasana(The Institute of Mathematical Sciences, 2026)
This thesis studies parameterized approximation algorithms for partial covering
problems through a unified framework centered around Maximum Coverage and CCMaxSat. We investigate two complementary optimization objectives: ...
Priyotosh Sil(The Institute of Mathematical Sciences, 2026)
Gene regulatory networks (GRNs) orchestrate cellular behavior through complex combinatorial interactions among genes. Boolean models provide a tractable framework for studying GRN dynamics and have been widely used to ...
Souvik Saha(The Institute of Mathematical Sciences, 2026)
This thesis investigates the parameterized complexity of NP-hard partitioning, covering, and satisfiability problems, identifying tractable cases through fixed-parameter algorithms, kernelization, and parameterized ...
Ankur Sarkar(The Institute of Mathematical Sciences, 2026)
The classification of smooth structures on manifolds is a central problem in differential topology, particularly for manifolds sharing the same underlying topological type. This thesis studies this problem for product ...
Arup Biswas(The Institute of Mathematical Sciences, 2026)
The focus of this thesis was threefold: i) application and effects of stochastic resetting on physical in a variety of processes, namely, chemical reactions, operations research and viscoelastic media, ii) a unified renewal ...
Saurav Holme Choudhury(The Institute of Mathematical Sciences, 2026)
The focus of this thesis was threefold: i) application and effects of stochastic resetting on physical in a variety of processes, namely, chemical reactions, operations research and viscoelastic media, ii) a unified renewal ...
Arunabha Mukhopadhyay(The Institute of Mathematical Sciences, 2025)
This thesis provides a study of problems related to the irreducibility and arithmetic properties of
certain families of polynomials. In particular, we emphasize generalized ω-Laguarre polynomials and
discriminants of a ...
Vigneshwaran K(The Institute of Mathematical Sciences, 2025)
Peptide conformation studies are essential due to their role in biological functions like
cell signaling and drug design, as well as their importance in protein structure prediction. Peptides form secondary structures ...
Vaibhav Pathak(Institute of Mathematical Sciences, 2026)
This thesis focuses on advancing the theoretical understanding of semi-inclusive deep-
inelastic scattering (SIDIS) through the high-precision computation of higher-order
radiative corrections. In this work, we computated ...
Vishwajeet Kumar(The Institute of Mathematical Sciences, 2026)
This thesis was broadly divided into two parts. The first part was dedicated to the formulation of the Arrhenius law for interacting diffusive systems, along with an analysis of its inference properties. The second part ...
Anannya Upasana(The Institute of Mathematical Sciences, 2026)
This thesis studies parameterized approximation algorithms for partial covering
problems through a unified framework centered around Maximum Coverage and CCMaxSat. We investigate two complementary optimization objectives: ...
Priyotosh Sil(The Institute of Mathematical Sciences, 2026)
Gene regulatory networks (GRNs) orchestrate cellular behavior through complex combinatorial interactions among genes. Boolean models provide a tractable framework for studying GRN dynamics and have been widely used to ...
Souvik Saha(The Institute of Mathematical Sciences, 2026)
This thesis investigates the parameterized complexity of NP-hard partitioning, covering, and satisfiability problems, identifying tractable cases through fixed-parameter algorithms, kernelization, and parameterized ...
Ankur Sarkar(The Institute of Mathematical Sciences, 2026)
The classification of smooth structures on manifolds is a central problem in differential topology, particularly for manifolds sharing the same underlying topological type. This thesis studies this problem for product ...
Arup Biswas(The Institute of Mathematical Sciences, 2026)
The focus of this thesis was threefold: i) application and effects of stochastic resetting on physical in a variety of processes, namely, chemical reactions, operations research and viscoelastic media, ii) a unified renewal ...
Saurav Holme Choudhury(The Institute of Mathematical Sciences, 2026)
The focus of this thesis was threefold: i) application and effects of stochastic resetting on physical in a variety of processes, namely, chemical reactions, operations research and viscoelastic media, ii) a unified renewal ...
Arunabha Mukhopadhyay(The Institute of Mathematical Sciences, 2025)
This thesis provides a study of problems related to the irreducibility and arithmetic properties of
certain families of polynomials. In particular, we emphasize generalized ω-Laguarre polynomials and
discriminants of a ...
Vigneshwaran K(The Institute of Mathematical Sciences, 2025)
Peptide conformation studies are essential due to their role in biological functions like
cell signaling and drug design, as well as their importance in protein structure prediction. Peptides form secondary structures ...
Abhimanyu Choudhury(The Institute of Mathematical Sciences, 2026)
Quantified Conflict Driven Clause Learning (QCDCL) is one of the main approaches
to solving Quantified Boolean Formulas (QBF). Cube-learning is employed in this
approach to ensure that true formulas can be verified. ...
Jyotijwal Debnath(The Institute of Mathematical Sciences, 2026)
Pulsars are precise cosmic clocks whose timing signals enable stringent tests of general relativity. In binary systems, several propagation delays arise due to orbital motion and gravitational effects, including the Romer ...
Prabhat Butola(The Institute of Mathematical Sciences, 2025)
The finite temperature higher order corrections to the annihilation cross section of Majorana and Dirac type dark matter candidates are presented considering a model in which the dark matter, χ, annihilates to Standard ...
Sushovan Mondal(The Institute of Mathematical Sciences, 2025)
Compact stars, such as neutron stars and quark stars, provide a unique environment for studying matter at extreme densities, though the underlying physics remains uncertain due to limitations in the equations of state ...
Manish(The Institute of Mathematical Sciences, 2025)
In recent years, significant advancements have emerged at the intersection of quantum
information theory and gravitational physics. These developments encompass a variety
of topics, including but not limited to the AdS/CFT ...
Gopal Prakash(The Institute of Mathematical Sciences, 2025)
In this thesis, we investigated the Hubbard model in the strong coupling regime
with a dual approach: an analytical treatment based on the limit of infinite onsite
repulsion 𝑈 = ∞ in which we developed an approximate ...
Tanmay Saha(The Institute of Mathematical Sciences, 2025)
The industrial revolution catalyzed the development of classical thermodynamics, emerg-
ing from the furnaces of mines and factories. Subsequently, statistical mechanics refined
and shaped its principles. At the dawn of ...
Mamale Vinod Suryakant(The Institute of Mathematical Sciences, 2025)
This thesis consists of three parts. In first, we will examine the validity of the geodesic
rule, a key postulate of the Kibble-Zurek mechanism, which describes topological defect
formation during second-order phase ...
Amit Kumar(The Institute of Mathematical Sciences, 2025)
This thesis addresses the fundamental problem of shock propagation in both homogeneous and inhomogeneous media, with a focus on scenarios initiated by either intense explosions or continuous energy input. Classical ...
Tanmoy Sengupta(The Institute of Mathematical Sciences, 2025)
A conformal field theory (CFT) possessing the Virasoro algebra as its local symmetry algebra is endowed with an infinite set of mutually commuting local integrals of motion, commonly referred to as quantum Korteweg-de Vries ...