RESEARCH PAPERS

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[0]   Covering Spaces of Homogeneous Continua (Research Announcement). Topology Proceedings, 17 (1992), 391-393. MR1255821     Zbl 0799.54028    

[1]   Covering Spaces of Homogeneous Continua, Topology and Its Applications, 59 (1994), 157-177. MR1296030 (96a:54047)    Zbl 0812.54040

[2]   Coverings of Continua, Topology Proceedings, 20 (1995), 191-205. MR1429181 (98b:54045)    Zbl 0912.54015

[3]   Hyperspaces and Cones, Proc. Amer. Math. Soc., 125 (1997), 3069-3073. MR1425134 (97m:54021)    Zbl 0880.54009.

[4]   On $C$-Determined Continua, Glasnik Mat., 32(52) (1997), 259-262. MR1608120 (98m:54038)    Zbl 0887.54011

[5]   On Symmetric Products of Continua, Topology and Its Applications, 92 (1999), 173-182. MR1669815 (2000a:54009)    Zbl 0967.54011

[6]   Aposyndetic Properties of Symmetric Products of Continua, Topology Proceedings, 22 (1997), 281-296. MR1657883 (99h:54046)    Zbl 0917.54038

[7]   Pseudo Exteriors in Hyperspaces. Topology Proceedings, 23 (1998), 263-274. MR1743813    Zbl 0943.54012

[8]   Confluent Images of the Hairy Arc, Topology and Its Applications, 105 (2000), 261-283. (Coauthors: Lex Oversteegen and Mark Pilgrim Widener.) MR1769023 (2001d:54029)    Zbl 0956.54019

[9]   Symmetric Products and $Q$-manifolds. (Coauthors: Alejandro Illanes and Sam B. Nadler, Jr. Geometry and Topology in Dynamics, Contemporary Math. Series of Amer. Math. Soc., Vol. 246, 1999, Providence, RI, 137-141. MR1732377 (2001b:54011)    Zbl 0938.54009

[10]   Hereditarily Indecomposable Continua Have Unique Hyperspace $2X$. Bol. Soc. Mat. Mexicana (3) 5 (1999), 415-418. MR1738415 (2000m:54037)    Zbl 0938.54010

[11]   On the Hyperspaces $C$_n(X) of a continuum $X$, Topology and Its Applications, 109 (2001), 237-256. MR1806337 (2001k:54016)    Zbl 0979.54013

[12]   On the Hyperspaces $C$_n(X) of a continuum $X$, II, Topology Proceedings, 25 (2000), 255-276. MR1875596 (2002m:54011)    Zbl 1006.54016

[13]   On Arcwise Accessibility in Hyperspaces, Topology Proceedings, 26 (2001-2002), 247-254. MR1966995 (2004b:54017)    Zbl 1033.54005

[14]   Induced Mappings on the Hyperspaces $C$_n(X) of a continuum $X$, (Coauthors: Janusz J. Charatonik and Alejandro Illanes) Houston Journal of Mathematics, 28 (2002), 781-805. MR1953686 (2003m:54012)    Zbl 1021.54011

[15]   Connectedness of the hyperspace of closed subsets with at most $n$ components, Questions and Answers in General Topology, 19 (2001), 133-138. MR1815354 (2002d:54004)    Zbl 0965.54016

[16]   $n$-fold Hyperspaces, Cones and Products. (Coautor: Sam B. Nadler, Jr.), Topology Proceedings, 26 (2001-2002), 255-270. MR1966996 (2004b:54018)    Zbl 1030.54021

[17]   Smoothness in $n$-fold Hyperspaces. (Coautor: Sam B. Nadler, Jr.), Glasnik Matematički, 37(57) (2002), 365-373. MR1951539 (2003m:54014)    Zbl 1026.54008

[18]   $Z$-Sets in Hyperspaces, (Coautor: Sam B. Nadler, Jr.) Questions and Answers in General Topology, 19 (2001), 227-241. MR1854738 (2002j:54008)    Zbl 1018.54007

[19]   Fans Whose Hyperspace of Subcontinua Are Cones. (Coautor: Sam B. Nadler, Jr.), Topology And Its Applications, 126 (2002), 29-36. MR1934250 (2003h:54047)    Zbl 1012.54013

[20]   An Arcwise Connected Continuum Without Non-boundary Proper Arcwise connected Subcontinua. (Coauthors: Gerardo Acosta, Gloria Andablo, Pawel Krupski and Pavel Pyrih), Mathematica Pannonica, 13/1 (2002), 85-89. MR1888323 (2003d:54050)    Zbl 1006.54016

[21]   Fans Whose Hyperspaces Are Cones, Topology Proceedings, 27 (2003), 217-222. MR2048932 (2005a:54011)    Zbl pre02103318

[22]   On the Hyperspace Supension of a Continuum. (Coauthors: Raúl Escobedo and María de Jesús López), Topology and its Applications, 138 (2004), 109-124. MR2035475 (2004m:54012)    Zbl 1063.54005

[23]   On the $n$-fold Hyperspace Suspension of Continua, Topology and its Applications, 138 (2004), 125-138. MR2035476 (2004m:54014)    Zbl pre02056822

[24]   Induced Maps on $n$-fold Hyperspace Suspensions of Continua, Topology Proceedings, 28 (2004), 143-152. MR2105453 (2005g:54020)    Zbl pre02209802

[25]   Mappings on Some Hyperspaces. (Coauthor: Janusz J. Charatonik,) JP Jour. Geometry & Topology, 4 (2004), 53-80. MR2072908 (2005d:54012)    Zbl 1054.54007

[26]   A class of one-dimensional, nonlocally connected continua for which the set function $T$ is continuous, Houston Journal of Mathematics, 32 (2006), 161-165. MR2202359 (2005d:54012)     Zbl 1102.54021

[27]   On the $n$-fold hyperspace suspension of continua, II. Glasnik Matematički, 41(61) (2006), 335--343. MR2035476 (2004m:54014)     Zbl 1129.54008

[28]   On Absolute $n$-fold hyperspaces suspension. (Coauthor: Sam B. Nadler, Jr.) Colloquium Mathematicum, 105 (2006), 221--231. MR2237909 (2005d:54012)     Zbl 1102.54009

[29]   Correction to the paper "On the hyperspaces $C$_n(X) of a continuum $X$, II". Topology Proceedings, 30 (2006), 335--340. MR2280676 (2007i:54023)     Zbl 1119.54314

[30]   Homogeneous continua for which the set function $T$ is continuous. Topology and its Applications, 153 (2006), 3397--3401. MR2270591 (2008a:54041)     Zbl 1116.54011

[31]   Various types of local connectedness in $n$-fold hyperspaces, (Coauthor: Sam B. Nadler, Jr.) Topology and its Applications, 154 (2007), 39--53. MR2271772 (2007g:54013)     Zbl 1112.54006

[32]   Induced maps on $n$-fold hyperspaces, (Coauthor: María de Jesús López ), Houston Journal of Mathematics, 33 (2007), 1047-1057. MR2350079 (2008i:54013)     Zbl 1158.54002

[33]   A Decomposition Theorem for a Class of Continua for Which the Set Function $T$ is Continuous, Colloquium Mathematicum, 109 (2007), 163-170. MR2308833 (2008d:54019)     Zbl 1144.54009

[34]   On the set function $R$ (Coauthor: Benjamín Espinoza), Topology and its Applications, 154 (2007), 2988--2996. MR2355884 (2008h:54021)     Zbl 1130.54004

[35]   On Hereditarily Decomposable Homogeneous Continua (Coauthor: Sam B. Nadler, Jr.), Topology Proceedings, 34 (2009), 131-145.

[36]   On the Continuity of the Set Function $K$, Topology Proceedings, 34 (2009), 167-173.

[37]   On Continuously Irreducible Continua, to appear in Topology and its Applications.

[38]   On $n$-fold hyperspaces, to appear in Glasnik Matematički.

[39]   On the idempotency of the set function $T$, to appear in Houston Journal of Mathematics.

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