Department of Mathematics and Statistics

Auburn University

AL 36849-5310

phone: (334) 844 6601

email: mincpio@auburn.edu

- 2
^{ℵ0}ways of approaching a continuum with [1,∞) - Approaching solenoids and Knaster continua by rays
- Extending surjections defined on remainders of metric compactifications of [0,∞) (written with Alejandro Illanes and Frank Sturm)
- Homeomorphism killing rays (written with Frank Sturm)
- Uncountable families of metric compactifications of the ray (written with Verónica Martínez-de-la-Vega)
- A family of circle-like, 1/n-homogeneous, indecomposable continua (written with Rigoberto Jiménez-Hernández and Patricia Pellicer-Covarrubias)
- A monotonically irreducible map of a reducible continuum onto [0,1]
- Drawing the pseudo-arc (written with Wayne Lewis)
- Algorithms for finding connected separators between antipodal points (written with Jan P. Boronski and Marian Turzanski)
- Remainders of arcwise connected compactifications of the plane
- An uncountable collection of dendroids mutually incomparable by continuous functions
- Countable connected Hausdorff and Urysohn bunches of arcs in the plane
- Choosing A Sheltered Middle Path
- Mapping chainable continua onto dendroids
- Bottlenecks in dendroids