Research

Publications :

1. Length of stationary Gaussian excursions (2023); Arijit Chakrabarty, Manish Pandey, and Sukrit Chakrabarty; Proceedings of the American Mathematical Society, 151(3), 1339-1348.  Link to Article 

2. Connectivity of random graphs after centrality-based vertex removal (2024); Remco van der Hofstad and Manish Pandey; Journal of Applied Probability, 61, 967–998. Link to Article

3. Are giants in random digraphs “almost” local? (2025) R. van der Hofstad and M. Pandey. Electronic Communications in Probability, 30, 1–13. Link to Article

4. Communication protocol for a satellite-swarm interferometer for low-frequency radio astronomy (2026)

O. Nagy, M. Pandey, G. Exarchakos, M. Bentum, and R. van der Hofstad. Acta Astronautica, 2026. Link to Article

5. Bringing order to network centrality measures (2026) G. Exarchakos, R. van der Hofstad, O. Nagy, and M. Pandey. arXiv:2601.16236. Link to Article

6. Modelling active particle motion from fluorescence correlation spectroscopy data (2026) M. A. Ramos-Docampo, C. Duan, N. Wang, M. Pandey, P. de Dios Andres, C. Hirsch, and B. M. Städler. Submitted manuscript.

PhD Thesis: Centrality Measures and Connectivity Properties in Large Networks: Who is the most influential in a network? (2024); Manish Pandey; PhD Thesis. Link to Article

Ongoing work:

1. On the locality of the centrality comparison curves  (2024+); Manish Pandey, Remco van der Hofstad, and Georgios Exarchakos. In preparation.

2. Exploring Limits and Locality behaviour of Network Centrality Measures (2024+); Manish Pandey and Remco van der Hofstad. In preparation.

3. Cascading and emergence of core structures in networks using local limits (2024+); Manish Pandey, Souvik Dhara, and Leonard Schulman. In preparation.

Web articles:

1. Centrality Measures: Who Is the Most Important in a Network? (2023); Manish Pandey; The Network Pages. Link to Article. This article was among the top 3 most-read pieces on The Network Pages.