This thesis is based on di erent methods of discriminant analysis applied to brain tumor data. Tumor detection is crucial to improving medical treatment. Magnetic Resonance Imaging (MRI) scans are crucial in several ...

Machine learning is the leading eld of arti cial intelligence that has achieved expertlevel performance. Medical imaging has led to the advancements in diagnosis and treatment of various medical diseases. Classi cation ...

In this thesis, we find Noether symmetries for Bianchi type IV spacetime. Different cases have been studied. It is found that the minimal set contains four symmetries. There are various cases, where we get five Noether ...

The downscaling techniques have been regarded for a long time as an essential component of assessing climate change for impact assessment studies. General circulation models (GCMs), known as the climate models, are ...

In this thesis, we discuss some fundamental concept of Abstract Algebra like rings and modules. Furthermore, we discuss the Algebraic invariants Stanley depth and depth. We also discuss some known results related to these ...

This thesis describes boundary layer formations near a stretching cylinder placed in a shearthinning fluid. An important Carreau fluid model is adopted to account for shear-thinning effects in the flow field. The thesis ...

The neural network algorithms are used to train different models for forecasting, classification, interpret, and analyze the results. The motive of the study was to train the data set with different neural network ...

In this work, we present the Generalization of fractional Taylor's theorem with respect to a function. Also, we discuss the general form of fractional power series, convergence of power series, series solutions by using ...

In this thesis, the Mei symmetries for the Lagrangian corresponding to an axially symmetric metric are examined. For this purpose, the Kerr metric is considered. Using the Mei symmetries criteria, we determined four Mei ...

In this thesis, we examine the category of ordered RELative spaces. We show that it is a normalized and geometric topological category and find its discrete (resp. indiscrete) structures, and give the characterization ...