Medhalakshmi Acharya
Presidency University, Kolkata, Statistics, Graduate Student
- Just an ordinary person loving probability.edit
We review some of the results like expected waiting time, sojourn time etc. of a discrete one-dimensional random walk.
Research Interests:
This article mainly aims in understanding dark energy, and its role in the expansion theory of the universe. Also connecting the context to the existence of the dark matter of the universe. How it still remains mysterious and remains... more
This article mainly aims in understanding dark energy, and its role in the expansion theory of the universe. Also connecting the context to the existence of the dark matter of the universe. How it still remains mysterious and remains unknown to science practitioners. Also, the article focuses rigorously on explaining various shreds of evidence in favor of the existence in the context of the cosmological redshift of the supernovae or other luminous objects and cosmic microwave background measurements. Finally, the aim is to understand the impact on the natural laws of classical space-time and how the expansion can be a threat.
Research Interests:
The aim is to study the intransitivity of dice having an odd number of faces. Understanding the intransitivity both geometrically and numerically and proposing some theorems in that context. Proposing an algorithm to produce general... more
The aim is to study the intransitivity of dice having an odd number of faces. Understanding the intransitivity both geometrically and numerically and proposing some theorems in that context. Proposing an algorithm to produce general n-faced intransitive dice, n being an odd number.
Research Interests:
The talk focuses on discussing a few definitions and fundamental results of Markov Chain and convex optimization techniques. I would also discuss how probability can be associated with the Simplex algorithm. A few thought-provoking... more
The talk focuses on discussing a few definitions and fundamental results of Markov Chain and convex optimization techniques. I would also discuss how probability can be associated with the Simplex algorithm. A few thought-provoking problems are addressed.
The talk is primarily aimed at graduate second/third-year undergraduate students.
The talk is primarily aimed at graduate second/third-year undergraduate students.