output
20082024
most citedThe Space of Persistence Diagrams on Points Coarsely Embeds into Hilbert Space

8 citations

7 papers

nlin.CD2024★ 5 cited

Harmonically Induced Shape Morphing of Bistable Buckled Beam with Static Bias

Md Nahid Hasan, Sharat Paul, Taylor E. Greenwood +3

We investigate the effect of a constant static bias force on the dynamically induced shape morphing of a pre-buckled bistable beam, focusing on the beam's ability to change its vib…

eess.SP2024

Multicarrier Spread Spectrum Communications with Noncontiguous Subcarrier Bands for HF Skywave Links

Brandon T. Hunt, Hussein Moradi, Behrouz Farhang-Boroujeny

Growing traffic over the high-frequency (HF) band poses significant challenges to establishing robust communication links. While existing spread-spectrum HF transceivers are, to so…

cs.SC2024★ 3 cited

Computing discrete residues of rational functions

Carlos E. Arreche, Hari P. Sitaula

In 2012 Chen and Singer introduced the notion of discrete residues for rational functions as a complete obstruction to rational summability. More explicitly, for a given rational f…

physics.flu-dyn2023

Three-dimensional modelling of polygonal ridges in salt playas

R. A. I. Haque, A. J. Mitra, T. Dutta

Salt playas with their tessellated surface of polygonal salt ridges are beautiful and intriguing, but the scientific community lacks a realistic and physically meaningful model tha…

cond-mat.soft2023★ 7 cited

Evolution of polygonal crack patterns in mud when subjected to repeated wetting-drying cycles

Ruhul A I Haque, Atish J. Mitra, Sujata Tarafdar +1

The present paper demonstrates how a natural crack mosaic resembling a random tessellation evolves with repeated 'wetting followed by drying' cycles. The natural system here is a c…

math.MG2019★ 8 cited

The Space of Persistence Diagrams on Points Coarsely Embeds into Hilbert Space

Atish Mitra, Žiga Virk

We prove that the space of persistence diagrams on points (with the bottleneck or a Wasserstein distance) coarsely embeds into Hilbert space by showing it is of asymptotic dime…

math.GT2008★ 3 cited

Intrinsically Linked Graphs in Projective Space

Joel Foisy, Jason Bustamante, Jared Federman +5

We examine graphs that contain a non-trivial link in every embedding into real projective space, using a weaker notion of unlink than was used by Flapan, et al. We call such graphs…