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Compatibility conditions and nonabelian tensor products of finite cyclic groups of Ï-power order
Published 2012“…The nonab elian tensor pro ducts of groups originated from a generalized Van Kamp en Theorem and its construction has its origins in algebraic K-theory and in homotopy theory.In this research,cyclic groups of p-p ower order where p is a prime numb er are considered.The aim of this research is to prove that the nonabelian tensor pro ducts of some ï¬nite cyclic groups of p-p ower order are cyclic.This research starts with the characterization of automorphisms of cyclic groupsof p-p ower order using numb er theoretical results where the order of the actions are considered.Then,the necessary and sufcient conditions for the actions to b ecompatible are determined for a pair of ï¬nite cyclic groups.Finally,by using a general expansion formula,the nonab elian tensor pro ducts of some cyclic groups of p-p ower order are proven to b e cyclic.The results of this research show that the nonabelian tensor pro duct of cyclic groups of p-p ower order where p is an odd prime with two-sided actions are cyclic.Furthermore,the nonab elian tensor product of cyclic groups of 2-power order with two-sided actions and b oth actions have order greater than two have been proven to b e also cyclic…”
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Undergraduates Project Papers -
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Investigating white matter changes in auditory cortex and association fibres related to speech processing in noise-induced hearing loss : A diffusion tensor imaging study
Published 2024“…Methods: The study included two groups: nine bilateral NIHL patients and nine individuals with normal hearing. Advanced diffusion tensor imaging techniques were employed to assess changes in the white matter tracts. …”
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The Number of Compatible Pair of Actions for Cyclic Groups of 2-Power Order
Published 2017“…The non-abelian tensor product of groups has its origins in the algebraic K-theory and homotopy theory. …”
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Compatible actions for finite cyclic groups of p-power order
Published 2018“…The concept of the nonabelian tensor product of groups has its origins in the algebraic K-theory and the homotopy theory. …”
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Thesis -
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Compatible pairs of actions for finite cyclic 2-groups and the associated compatible action graphs
Published 2018“…The nonabelian tensor product is defined for a pair of groups which act on each other provided the actions satisfying the compatibility conditions. …”
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Thesis -
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Compatible actions for finite cyclic groups of p-power order
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Research Book Profile -
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Compatible actions for finite cyclic groups of p-power order
Published 2020“…The concept of the nonabelian tensor product of groups has its origins in the algebraic Ktheory and the homotopy theory. …”
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Research Report -
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Number of Compatible Pair of Actions For Finite Cyclic Groups of 3-Power Order
Published 2017“…Compatible actions are important in determining the non-abelian tensor product. Different compatible pair of actions gives a different tensor product even for the same group. …”
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Number of Compatible Pair for Nontrivial Actions of Finite Cyclic 2-Groups
Published 2016“…The nonabelian tensor product of groups has its origins in the algebraic K-theory and homotopy theory. …”
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Conference or Workshop Item -
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Compatible Pair of Nontrivial Actions for Cyclic Groups of 3-Power Order
Published 2016“… A compatible action played an important role before computing the nonabelian tensor product. Number of compatible actions will give the different nonabelian tensor product. …”
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Conference or Workshop Item -
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Study of vision based traffic congestion classification monitoring system (vbtccms)
Published 2022“…The study of congestion factor utilising YOLO and Deep Sort, which was constructed using TensorFlow and Keras platform, will be covered in this thesis. …”
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Undergraduates Project Papers -
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Automorphisms of finite cyclic 3-groups
Published 2024“…A distinct compatible pair of actions will result in distinct nonabelian tensor products. This proves that the number of compatible pairs of action plays a huge role as the greatest variety nonabelian tensor product relies on it. …”
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Conference or Workshop Item -
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Subgraph of Compatible Action Graph for Finite Cyclic Groups of p-Power Order
Published 2019“…Given two groups G and H, then the nonabelian tensor product G ⊗ H is the group generated by g ⨂ h satisfying the relations gg' ⊗ h = (gg' ⊗ g h) (g ⨂ h) and g ⊗ hh' = (g ⊗ h) (h g' ⊗ h h) for all g g' ∈ G and h, h' ∈ H. …”
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Conference or Workshop Item -
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Multiscale Modelling of 3-Dimensional Brain Tissue with Capillary Distribution
Published 2021“…For elastic stiffness tensor, it can be concluded that this parameter does not significantly affected the macroscale equations of bigger brain. …”
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Conference or Workshop Item -
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Compatible Pair Of Nontrivial Action For Finite Cyclic 2-Groups
Published 2016“…The nonabelian tensor product for a pair of groups is defined when the action act compatibly on each other. …”
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Conference or Workshop Item -
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Compatible Pair of Nontrivial Actions for Some Cyclic Groups of 2-Power Order
Published 2015“…Compatible action played a very important verification before the nonabelian tensor product can be computed. This paper gives the some exact number of compatible pairs of actions for some cyclic groups of 2-power order. …”
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Conference or Workshop Item -
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Compatible Pair of Actions for Two Same Cyclic Groups of 2-Power Order
Published 2017“…The nonabelian tensor product is defined for a pair of groups which act on each other provided the actions satisfying the compatibility conditions. …”
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Compatible action graph for finite cyclic p-groups
Published 2018“…The compatible actions are important in determining the nonabelian tensor product of groups. In this paper, the finite cyclic groups of the p-power order, where p is an odd prime are considered. …”
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Conference or Workshop Item -
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Fatigue Life Prediction Using Simplified Endurance Function Model
Published 2013“…The endurance function model is based on stress tensor invariants and deviatoric stress invariants. …”
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Analysis of convolutional neural networks for facial expression recognition on GPU, TPU and CPU
Published 2023“…In light of the increasing computational capacity provided by Central Processing Units (CPUs), Graphics Processing Units (GPUs), and Tensor Processing Units (TPUs), all of these were designed to speed up deep learning workloads, and the fact that this iteration of human-computer interaction is becoming more natural and social, it is clear that the field of human-computer interaction is poised for significant growth. …”
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