Limit points of the smallest positive eigenvalues of graphs: It was proved that any nonnegative (respectively, nonpositive) real number is a limit point of the set of all smallest positive eigenvalues (respectively, largest negative eigenvalues) of graphs. Further, it was shown that the union of the sets of limit points of the smallest positive eigenvalues and the largest negative eigenvalues of graphs is dense in the set of all real numbers. Prof. Sasmita Barik
A Method for active modulation of an optical sensor response over broad frequency range (1 Hz to 1 kHz), by using parallel integrated identical fiber interferometers. Prof. Rajan Jha
Polymers Bearing Covalently Linked Chiral Proline-Based Pendants: Induction of a Highly Stable Helical Sense that Mimics Double-Stranded Helical Morphology and Their Chiral Resolution Ability
Dr. Vijayakrishna Kari
Front Cover Art: A conceptual diagram demonstrating the broad-spectrum inhibitory effects of a gut-derived metabolite on insulin fibrillation, including suppression of both primary nucleation and seeding, fibril disaggregation, and reduction of fibril-related cytotoxicity.
Prof. Ashis Biswas
The highly refined model ternary complexes of C5a-C5aR1-β-arrestin1 illustrate two possible modes of interaction of β-arrestin1 at the cytosolic face of the C5aR1 Dr. Soumendra Rana