Maxim Burke

Description

Details

NameMaxim Burke
PositionFaculty Member
Emailburke@upei.ca
Department(s)Mathematics and Statistics
Phone(902) 566-0311
BuildingCass Science Hall 410
Websitehttp://www.upei.ca/science/maxim-r-burke

Research Interests

  • General topology and set theory
  • General topology
  • Set theory

Other Scholars in Mathematics and Statistics

Citations

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TitleAuthor(s)
Approximation and interpolation by large entire cross-sections of second category sets in Rn+1Burke, Maxim R.
Hechler’s theorem for the null idealBurke, Maxim R.; Kada, Masaru
Paradoxical decompositions of planar sets of positive outer measure Paradoxical decompositions of planar setsBurke, Maxim R.
Liftings for noncomplete probability spacesBurke, Maxim R.
Entire functions mapping uncountable dense sets of reals onto each other monotonicallyBurke, Maxim R.
[Review of the book Introduction to Cardinal Arithmetic by M. Holz, K. Steffens, and E. Weitz]Burke, Maxim R.
[Reviews of the following books Forcings with ideals and simple forcing notions by Moti Gitik & Saharon Shelah; More on simple forcing Notions and forcing with ideals by M. Gitik, & S. Shelah; Real-valued-measurable cardinals by D. H. Fremin]Burke, Maxim R.
Liftings for Haar measure on (0,1)KBurke, Maxim R.; Just, W.
Punctually countable coverings by means of negligible setsBurke, Maxim R.
Sets on which measurable functions are determined by their rangeBurke, Maxim R.; Ciesielski, K.
Simultaneous approximation and interpolation of increasing functions by increasing entire functionsBurke, Maxim R.
Shelah's pcf theory and its applicationsBurke, Maxim R.; Magidor, M.
Various products of category densities and liftingsBurke, M. R.; Macheras, N. D.; Musiał, K.; Strauss, W.
Liftings for noncomplete probability spacesBurke, Maxim R.
Continuous functions which take a somewhere dense set of values on every open set (vol 103, pg 95, 2000)--correctionBurke, Maxim R.
Powers of the ideal of Lebesgue measure zero setsBurke, Maxim R.
Large entire cross-sections of second category sets in Rn+1Burke, Maxim R.
Models in which every nonmeager set is nonmeager in a nowhere dense Cantor setBurke, Maxim R.; Miller, A. W.
Bounded sets in topological vector spacesBurke, Maxim R.; Todorcevic, S.
Sets of range uniqueness for classes of continuous functionsBurke, Maxim R.; Ciesielski, K.
Category product densities and liftingsBurke, Maxim R.; Macheras, N. D.; Musial, K.; Strauss, W.
Liftings and the property of Baire in locally compact groupsBurke, Maxim R.
Characterizing uniform continuity with closure operationsBurke, Maxim R.
Linear liftings for noncomplete probability spacesBurke, Maxim R.; Shelah, S.
Continuous functions which take a somewhere dense set of values on every open setBurke, Maxim R.
Borel measurability of separately continuous functions, IIBurke, Maxim R.
A note on measurability and almost continuityBurke, Maxim R.; Fremlin, D. H.
Weakly dense subsets of the measure algebraBurke, Maxim R.
A proof of Hechler's theorem on embedding N-1-directed sets cofinally into ((ωω, <∗)Burke, Maxim R.

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TitleTimes viewedLast viewed
Approximation and interpolation by large entire cross-sections of second category sets in Rn+1 - ir:978031808:13:38 2015-09-01
Liftings for Haar measure on (0,1)K - ir:ir-batch6-166737320:59:54 2015-08-29
Punctually countable coverings by means of negligible sets - ir:ir-batch6-167243713:23:58 2015-08-29
Sets on which measurable functions are determined by their range - ir:ir-batch6-166037219:42:34 2015-08-30
Simultaneous approximation and interpolation of increasing functions by increasing entire functions - ir:78355906:46:30 2015-09-01
Shelah's pcf theory and its applications - ir:ir-batch6-166940117:55:06 2015-08-24
Various products of category densities and liftings - ir:78251701:56:23 2015-08-31
Liftings for noncomplete probability spaces - ir:ir-batch6-166436203:08:16 2015-08-31
Continuous functions which take a somewhere dense set of values on every open set (vol 103, pg 95, 2000)--correction - ir:ir-batch6-165738210:33:00 2015-08-31
Powers of the ideal of Lebesgue measure zero sets - ir:ir-batch6-166835300:58:03 2015-08-30
Large entire cross-sections of second category sets in Rn+1 - ir:ir-batch6-165249006:50:45 2015-09-01
Models in which every nonmeager set is nonmeager in a nowhere dense Cantor set - ir:ir-batch6-165441200:56:13 2015-08-30
Bounded sets in topological vector spaces - ir:ir-batch6-166237521:55:13 2015-08-28
Sets of range uniqueness for classes of continuous functions - ir:ir-batch6-165936103:20:56 2015-08-29
Category product densities and liftings - ir:ir-batch6-165347311:45:59 2015-09-01
Liftings and the property of Baire in locally compact groups - ir:ir-batch6-166535306:37:41 2015-08-28
Characterizing uniform continuity with closure operations - ir:ir-batch6-166336004:07:20 2015-08-29
Linear liftings for noncomplete probability spaces - ir:ir-batch6-166635909:32:45 2015-09-01
Continuous functions which take a somewhere dense set of values on every open set - ir:ir-batch6-165838407:17:06 2015-09-01
Borel measurability of separately continuous functions, II - ir:ir-batch6-165643812:44:59 2015-08-16
A note on measurability and almost continuity - ir:ir-batch6-167138016:24:06 2015-08-31
Weakly dense subsets of the measure algebra - ir:ir-batch6-167035423:00:16 2015-08-31
Hechler’s theorem for the null ideal - ir:139361022:48:15 2015-08-31
A proof of Hechler's theorem on embedding N-1-directed sets cofinally into ((ωω, <∗) - ir:ir-batch6-166124414:17:39 2015-08-26
Paradoxical decompositions of planar sets of positive outer measure Paradoxical decompositions of planar sets - ir:13940802:12:47 2015-09-01
Liftings for noncomplete probability spaces - ir:139441622:26:08 2015-08-31
Entire functions mapping uncountable dense sets of reals onto each other monotonically - ir:139491523:11:28 2015-08-31
[Review of the book Introduction to Cardinal Arithmetic by M. Holz, K. Steffens, and E. Weitz] - ir:13954907:21:38 2015-08-30
[Reviews of the following books Forcings with ideals and simple forcing notions by Moti Gitik & Saharon Shelah; More on simple forcing Notions and forcing with ideals by M. Gitik, & S. Shelah; Real-valued-measurable cardinals by D. H. Fremin] - ir:139781307:37:14 2015-08-30