A Helly Theorem For Intersections Of Sets Starshaped Via Staircase n-Paths - researchr publication related

researchr

You are not signed in
Sign in
Sign up

Marilyn Breen. A Helly Theorem For Intersections Of Sets Starshaped Via Staircase n-Paths. Ars Comb., 78, 2006.

The following publications are possibly variants of this publication:

Dual Helly-Type Theorems For Unions Of Sets Starshaped Via Staircase PathsMarilyn Breen. arscom, 110:129-141, 2013.

A Helly-type theorem for intersections of orthogonally starshaped sets in $\mathbb R^d$Marilyn Breen. pmh, 68(1):45-53, 2014. [doi]

Generating the kernel of a staircase starshaped set from certain staircase convex subsetsMarilyn Breen. pmh, 64(1):29-37, 2012. [doi]

A Krasnosel'skii-type result for planar sets starshaped via orthogonally convex pathsMarilyn Breen. pmh, 55(2):169-176, 2007. [doi]

Intersections Of Sets Expressible As Unions Of k Starshaped SetsMarilyn Breen. arscom, 125:339-345, 2016.

runs on WebDSL