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1

  • TO STUDY ABOUT THE MATHEMATICAL MODELS OF GAMES OF CHANCE: PRINCIPLES OF AN OPTIMAL MATHEMATICAL INTERVENTION FOR RESPONSIBLE GAMBLING



Shipra

Abstract:
The near-miss has been regarded as a significant reinforcement factor in gambling activity, and prior research has focused more on its causes and effects related to the industry and less on the gaming phenomenon itself. Due to the unique features of these games, which involve the probability of pre-manipulation of award symbols in order to maximise the frequency of these "engineered" near-misses, the near-miss has traditionally been associated with games of slots and scratch cards


29-45
2

  • Mathematical Formulation of Various Notions Of Fields In Modern Algebra



Dr. Sudesh Rathee

Abstract:
One of the most significant subfields in mathematics is known as linear algebra, and it is one of the subjects that falls under the umbrella of mathematics. It is one of the most significant subfields in mathematics, and its focus is on mathematical structures that are closed when subjected to the addition and multiplication of scalars. The theory of linear transformations, matrices, determinants, vector spaces, and linear equation systems are all included in its scope. The branch of mathematics known as linear algebra is concerned with vectors and matrices, as well as, more generally, vector spaces and linear transformations. Other related topics include matrix spaces.


46-58
3

  • Unsteady MHD Blood Flow through Contraction Volumetric Flow Rate



Dr. Harish Kumar

Abstract:
The impact of a static applied magnetic field on pulsatile flow in stenosed arteries is examined in this paper. The Navier Stokes equations model the physical issue. It is investigated how the magnetic field, the Womersley number, and the Darcy number affect the wall shear stress and volume flow rate.


67-73
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