Subhomoy Haldar

University of Glasgow | UofG · School of Computing Science

The roots of a quadratic equation \(\mathrm{A}{x}^{2}+\mathrm{Bx}+\mathrm{C}=0\) are real if the discriminant \({B}^{2}-4AC\) is non-negative. In this paper, the coefficients are taken as independently and identically distributed \(\mathcal{U}\left(\mathrm{\alpha },\upbeta \right)\), where \(\alpha ,\beta \in {\mathbb{R}}\). The exact probability o...

Sports officials, players, and fans are concerned about overseas player rankings for the IPL auction. These rankings are becoming progressively essential to investors when premium leagues are commercialized. The decision-makers of the Indian Premier League choose cricketers based on their own experience in sports and based on performance statistics...

Several firms have become increasingly concerned with sustainability in recent decades and are thus implementing environmental and social changes in their businesses and supply networks. This article aims to assess suppliers based on green design, corporate social responsibility, energy consumption, and other sustainability factors that might aid t...

In this paper, we seek to find out the probability of obtaining real roots of a quadratic equation AX^2+ BX + C = 0, with A≠0, when the coefficients are independent, identically distributed uniform variates. The exact value of the roots can be obtained from the coefficients and the discriminant indicates if the roots are real or imaginary. Here, we...