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Citations
355

via OpenAlex

Publications
33

About

Sanchayan Sen is a researcher at the Courant Institute of Mathematical Sciences. Focusing on network optimization and spectral graph theory, he has published seven papers between 2019 and 2023, including works on heavy-tailed configuration models, critical random graphs, and geometric properties of minimal spanning trees.

Research areas

  • Mathematics
  • Combinatorics
  • Geometry
  • Discrete mathematics
  • Physics

Publications (33)

Sorted by most cited.

  1. Critical window for the configuration model: finite third moment degrees

    2017

    View DOI
    45 cites
  2. The multiplicative coalescent, inhomogeneous continuum random trees, and new universality classes for critical random graphs

    2017

    View DOI
    40 cites
  3. Continuum limit of critical inhomogeneous random graphs

    2016

    View DOI
    39 cites
  4. Heavy-tailed configuration models at criticality

    2020

    View DOI
    33 cites
  5. Minimal spanning trees and Stein’s method

    2017

    View DOI
    32 cites
  6. Universality for critical heavy-tailed network models: Metric structure of maximal components

    2020

    View DOI
    24 cites
  7. Geometry of the vacant set left by random walk on random graphs, Wright's constants, and critical random graphs with prescribed degrees

    2019

    View DOI
    15 cites
  8. Geometry of the vacant set left by random walk on random graphs, Wright's constants, and critical random graphs with prescribed degrees

    2016

    View DOI
    9 cites
  9. Geometry of the minimal spanning tree of a random 3-regular graph

    2021

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    8 cites
  10. Minimal spanning trees and Stein's method

    2013

    View DOI
    7 cites
  11. Global lower mass-bound for critical configuration models in the heavy-tailed regime

    2022

    View DOI
    6 cites
  12. The multiplicative coalescent, inhomogeneous continuum random trees, and new universality classes for critical random graphs

    2015

    View DOI
    6 cites
  13. Global lower mass-bound for critical configuration models in the heavy-tailed regime

    2020

    View DOI
    5 cites
  14. Geometry of the minimal spanning tree of a random $3$-regular graph

    2018

    View DOI
    5 cites
  15. A probabilistic approach to the leader problem in random graphs

    2017

    View DOI
    5 cites
  16. The speed of a biased walk on a Galton–Watson tree without leaves is monotonic with respect to progeny distributions for high values of bias

    2015

    View DOI
    5 cites
  17. Limiting Spectral Distribution of

    2011

    5 cites
  18. On breadth‐first constructions of scaling limits of random graphs and random unicellular maps

    2022

    View DOI
    4 cites
  19. A probabilistic approach to the leader problem in random graphs

    2020

    View DOI
    4 cites
  20. Geometry of the minimal spanning tree in the heavy-tailed regime: new universality classes

    2020

    View DOI
    4 cites
  21. On the largest component in the subcritical regime of the Bohman-Frieze process

    2013

    View DOI
    4 cites
  22. Finite Diagonal Random Matrices

    2011

    View DOI
    4 cites
  23. The multiplicative coalescent, inhomogeneous continuum random trees, and new universality classes for critical random graphs

    2020

    View DOI
    3 cites
  24. On breadth-first constructions of scaling limits of random graphs and random unicellular maps

    2019

    View DOI
    3 cites
  25. Continuum limit of critical inhomogeneous random graphs

    2014

    View DOI
    2 cites
  26. Geometry of the minimal spanning tree in the heavy-tailed regime: new universality classes

    2024

    View DOI
    0 cites
  27. A Security and Privacy Validation Methodology for E-Health Systems Using Cloud Storage

    2024

    View DOI
    0 cites
  28. Scaling limits and universality: Critical percolation on weighted graphs converging to an 𝐿³ graphon

    2024

    View DOI
    0 cites
  29. Scaling limits and universality: Critical percolation on weighted graphs converging to an $L^3$ graphon

    2023

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    0 cites
  30. Critical random graphs and the differential equations technique

    2017

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    0 cites
  31. Critical configuration models with infinite third-moment degrees

    2016

    0 cites
  32. On the largest component in the subcritical regime of the Bohman-Frieze process

    2016

    View DOI
    0 cites
  33. Scaling limits of random graph models at criticality: Universality and the basin of attraction of the Erdős-Rényi random graph

    2014

    View DOI
    0 cites