works on

From the 2 of 17 linked papers with an AI index.

activity
20242026
collaborators

17 papers

math.GR2026

Hyperfiniteness of boundary actions via tree decompositions

Chris Karpinski, Bobby Miraftab

We study conditions for a countable group acting on a connected locally finite hyperbolic graph to induce a hyperfinite orbit equivalence relation on the Gromov boundary of the gra…

cs.CG2026

On the Spanning Ratio of the Greedy Triangulation for Convex Point Sets

Prosenjit Bose, Jean Lou de Carufel, Anil Maheshwari +3

The greedy triangulation of a finite planar point set is obtained by considering all segments in nondecreasing order of length and inserting each segment that does not cross an ear…

math.CO2026

On -Matrix Product Factorization of graphs

Farzad Maghsoudi, Bobby Miraftab, Sho Suda

The paper defines an ε‑approximate matrix product factorization for graphs, where two graphs H and K on the same vertex set multiply to approximate the adjacency matrix of a target…

math.CO2026

Cayley Graphs Of Order Are Hamiltonian

Florian Lehner, Farzad Maghsoudi, Bobby Miraftab

The paper proves that every connected Cayley graph of a finite group whose order is the product of four distinct primes (pqrs) contains a Hamiltonian cycle.

cs.DM2026

3-packings in Triangulations: Algorithms, bounds, and Complexity

Prosenjit Bose, Anil Maheshwari, Bobby Miraftab +1

We study -packings in plane triangulations for the three-vertex graphs . For a graph , let denote the maximum size of an -packing in…

math.CO2026

2-dimensional unit vector flows

Hussein Houdrouge, Bobby Miraftab, Pat Morin

We study -dimensional unit vector flows on graphs, that is, nowhere-zero flows that assign to each oriented edge a unit vector in . We give a new geometric charac…