Items where Division is " Sciences > Department of Mathematics" and Year is 2023

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Bhattacharyya, Debanjana (2023) Stability, Observability and Control Analysis of DC-DC Converters Using Lie Algebra and Linear Algebra. PhD thesis.

Biswal, Uddhaba (2023) Numerical Solutions of Nanofluid Flow Problems in Crisp and Uncertain Environments. PhD thesis.

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Dutta, Subhankar (2023) Statistical Inference of Some Life Testing Models under Various Censoring Schemes. PhD thesis.

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Haldar, Debasis (2023) Multiwavelet Sets, Multiframelet Sets and Related Systems on Qp. PhD thesis.

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Karmakar, Somnath (2023) Numerical Solution of Vibration of Euler Nanobeams with Different Complicating Effects. PhD thesis.

Khatun, Habiba (2023) Inference on Quantiles under Equality Restrictions. PhD thesis.

Kumar, Pushkal (2023) Estimation and Classification Problems under Equality Restrictions on Parameters. PhD thesis.

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Manna, Pallabi (2023) Forbidden Induced Subgraphs of Power Graphs of Finite Groups. PhD thesis.

Mukherjee, Dip (2023) Hydrodynamic Stability of Swirling Flows of Newtonian and Non-Newtonian Fluids. PhD thesis.

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Nandi, Nupur (2023) Superderivations, Cohomology and Isoclinism of Different Types of Lie Superalgebras. PhD thesis.

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Panda, Abhilipsa (2023) Efficient Computational Approaches and Their Convergence Analysis for Integro-differential Equations with Small Parameters and Fractional Derivatives. PhD thesis.

Patra, Asim (2023) Algebraic and Probabilistic Aspects of Some Binary Recurrence Sequences. PhD thesis.

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Santra, Sudarshan (2023) Numerical Solutions and their Convergence Analysis for Fractional Differential and Integro- Differential Equations Involving Weak Singularities. PhD thesis.

Sarkar, Golam Mortuja (2023) Stability Analysis of Boundary Layer Flows Admitting Multiple Solutions. PhD thesis.

Sarkar, Mojammel Haque (2023) Estimating Parameters of Certain Lifetime Statistical Models Using Censored Samples. PhD thesis.

Sarkar, Suman (2023) Mathematical Analysis of Some Boundary Layer Flows. PhD thesis.

Srivastava, Kumari Sweta (2023) A Study On Nonconvex Feasibility Problems Using Douglas Rachford Operator Splitting Method. PhD thesis.