Most stars form in multiple-star Miscellaneous systems.For a better understanding of their formation processes, it is important to resolve the individual protostellar components and the surrounding envelope and disk material at the earliest possible formation epoch, because the formation history can be lost in a few orbital timescales.Here we prese
Analysis of large scale discrete dislocation data requires the characterisation of complex dislocation networks by suitable average quantities.In the current work, we suggest Ball - Umpire dislocation alignment tensors and closely related curvature tensors as easily extractable and intelligible measures of geometrical and topological characteristic
Abstract Epithelial ovarian cancer is the most lethal gynecological malignancy, owing notably to its high rate of therapy-resistant recurrence in spite of good initial response to chemotherapy.Although poly(ADP-ribose) polymerase inhibitors (PARPi) have shown promise for ovarian cancer treatment, extended Dildos therapy usually leads to acquired PA
Deciding on a fuzzy environment faces many difficulties due to the lack of accuracy in data or permanently changing data.Fuzzy linear programming is one of the best methods used in a fuzzy environment which has a big TULLE GOWN DRESS role in making the right decision to solve a problem.This paper aims to identify the method of Fuzzy Linear Programm