Search Results - "Baral, Arpita"

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  1. 1

    Maximum-width rainbow-bisecting empty annulus by Bae, Sang Won, Banerjee, Sandip, Baral, Arpita, Mahapatra, Priya Ranjan Sinha, Yoon, Sang Duk

    “…Given a set of n colored points with k colors in the plane, we study the problem of computing a maximum-width rainbow-bisecting empty annulus (of objects…”
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    Journal Article
  2. 2

    Maximum-width empty square and rectangular annulus by Bae, Sang Won, Baral, Arpita, Sinha Mahapatra, Priya Ranjan

    “…An annulus is, informally, a ring-shaped region, often described by two concentric circles. The maximum-width empty annulus problem asks to find an annulus of…”
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    Journal Article
  3. 3

    Maximum-Width Rainbow-Bisecting Empty Annulus by Bae, Sang Won, Banerjee, Sandip, Baral, Arpita, Mahapatra, Priya Ranjan Sinha, Yoon, Sang Duk

    Published 16-05-2023
    “…Given a set of $n$ colored points with $k$ colors in the plane, we study the problem of computing a maximum-width rainbow-bisecting empty annulus (of objects…”
    Get full text
    Journal Article
  4. 4

    Maximum-Width Empty Square and Rectangular Annulus by Bae, Sang Won, Baral, Arpita, Mahapatra, Priya Ranjan Sinha

    Published 15-11-2018
    “…An annulus is, informally, a ring-shaped region, often described by two concentric circles. The maximum-width empty annulus problem asks to find an annulus of…”
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    Journal Article
  5. 5

    Maximum-width Axis-Parallel Empty Rectangular Annulus by Baral, Arpita, Gondane, Abhilash, Sadhu, Sanjib, Mahapatra, Priya Ranjan Sinha

    Published 01-12-2017
    “…Given a set $P$ of $n$ points on $\mathbb R^{2}$, we address the problem of computing an axis-parallel empty rectangular annulus $A$ of maximum-width such that…”
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    Journal Article