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/math/burke/

Maxim Burke

Biography

Title: Professor

Education: B.Sc. (Spécialisation physique) Université de Moncton (1982); M.Sc. (Mathematics) University of Toronto (1983); Ph.D. (Mathematics) University of Toronto (1988)


Recent Citations


Subscribe to Maxim Burke's citation feed

Research Interests

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

Other Scholars in Mathematics and Statistics

Citations

Step 1: Select your citations

TitleAuthor(s)
Approximation and interpolation by large entire cross-sections of second category sets in Rn+1Burke, 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.
Hechler's theorem for the null idealBurke, Maxim R.; Kada, M.
A proof of Hechler's theorem on embedding N-1-directed sets cofinally into (omega(omega), Burke, 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.
Linear liftings for noncomplete probability spacesBurke, Maxim R.; Shelah, S.
Characterizing uniform continuity with closure operationsBurke, Maxim R.
Borel measurability of separately continuous functions, IIBurke, Maxim R.
Continuous functions which take a somewhere dense set of values on every open setBurke, Maxim R.
A note on measurability and almost continuityBurke, Maxim R.; Fremlin, D. H.
Weakly dense subsets of the measure algebraBurke, Maxim R.

Step 2: Preview or export the formatted citations

Theses

No citations found!

Metrics

TitleTimes viewedLast viewed
Liftings for Haar measure on (0,1)K - ir:ir-batch6-166717819:21:48 2014-04-24
Punctually countable coverings by means of negligible sets - ir:ir-batch6-167224519:19:56 2014-04-24
Sets on which measurable functions are determined by their range - ir:ir-batch6-166016819:20:47 2014-04-24
Simultaneous approximation and interpolation of increasing functions by increasing entire functions - ir:78324619:15:12 2014-04-24
Shelah's pcf theory and its applications - ir:ir-batch6-166919019:22:08 2014-04-24
Various products of category densities and liftings - ir:78221919:15:22 2014-04-24
Liftings for noncomplete probability spaces - ir:ir-batch6-166416819:21:17 2014-04-24
Continuous functions which take a somewhere dense set of values on every open set (vol 103, pg 95, 2000)--correction - ir:ir-batch6-165717619:17:34 2014-04-24
Powers of the ideal of Lebesgue measure zero sets - ir:ir-batch6-166815419:21:58 2014-04-24
Hechler's theorem for the null ideal - ir:ir-batch6-165516219:18:24 2014-04-24
A proof of Hechler's theorem on embedding N-1-directed sets cofinally into (omega(omega), 10419:20:37 2014-04-24
Large entire cross-sections of second category sets in Rn+1 - ir:ir-batch6-165220519:16:12 2014-04-24
Models in which every nonmeager set is nonmeager in a nowhere dense Cantor set - ir:ir-batch6-165420919:18:34 2014-04-24
Bounded sets in topological vector spaces - ir:ir-batch6-166216719:21:07 2014-04-24
Sets of range uniqueness for classes of continuous functions - ir:ir-batch6-165917101:45:21 2014-04-25
Category product densities and liftings - ir:ir-batch6-165320519:18:55 2014-04-24
Liftings and the property of Baire in locally compact groups - ir:ir-batch6-166516622:52:17 2014-04-24
Linear liftings for noncomplete probability spaces - ir:ir-batch6-166615819:21:38 2014-04-24
Characterizing uniform continuity with closure operations - ir:ir-batch6-166317419:20:57 2014-04-24
Borel measurability of separately continuous functions, II - ir:ir-batch6-165619520:37:18 2014-04-24
Continuous functions which take a somewhere dense set of values on every open set - ir:ir-batch6-165817919:17:23 2014-04-24
A note on measurability and almost continuity - ir:ir-batch6-167119119:43:34 2014-04-24
Weakly dense subsets of the measure algebra - ir:ir-batch6-167017319:19:26 2014-04-24
Approximation and interpolation by large entire cross-sections of second category sets in Rn+1 - ir:97804103:50:08 2014-04-25