Editing Hilbert's fifth problem (section)

== References ==
{{refbegin}}
* {{cite journal
  | last = Morikuni
  | first = Goto
  | title = Hidehiko Yamabe (1923–1960)
  | journal = Osaka Mathematical Journal
  | volume = 13
  | issue = 1
  | pages = i–ii
  | year = 1961
  | url = http://projecteuclid.org/euclid.ojm/1200690171
  | mr = 0126362
  | zbl = 0095.00505
}}
* {{cite book
  | last = Rosinger
  | first = Elemér E.
  | title = Parametric Lie Group Actions on Global Generalised Solutions of Nonliear PDE. Including a solution to Hilbert's Fifth Problem
  | place = Doerdrecht–Boston–London
  | publisher = [[Kluwer Academic Publishers]]
  | series = Mathematics and Its Applications
  | volume = 452
  | year = 1998
  | pages = xvii+234
  | url = https://books.google.com/books?id=xqaRjdjkxvUC
  | isbn = 0-7923-5232-7
  | mr = 1658516
  | zbl = 0934.35003
}}
* {{cite book | last=Tao|first= Terence |authorlink = Terence Tao|title=Hilbert's fifth problem and related topics | zbl=1298.22001 |series=Graduate Studies in Mathematics |number=153 | publisher=American Mathematical Society | isbn=978-1-4704-1564-8 | pages=xiii+338 | year=2014}} 
* {{cite book| last1=Montgomery| first1=Deane |first2= Leo|last2= Zippin |title=Topological Transformation Groups | series=Interscience Tracts in Pure and Applied Mathematics | number=1 | publisher=Interscience Publishers | pages=281 | year=1955}}
* Yamabe, Hidehiko, ''On an arcwise connected subgroup of a Lie group'', Osaka Mathematical Journal v.2, no. 1 Mar. (1950), &nbsp;13–14.
* [[Irving Kaplansky]], ''Lie Algebras and Locally Compact Groups'', Chicago Lectures in Mathematics, 1971.
* {{cite book | last1=Benyamini |first1= Yoav |first2=Joram |last2=Lindenstrauss| author-link2=Joram Lindenstrauss |title=Geometric nonlinear functional analysis | series= Colloquium publications |number= 48 |publisher= American Mathematical Society | year=2000}}
* [[Per Enflo|Enflo, Per]]. (1970) [[Per Enflo#Hilbert's fifth problem and embeddings|Investigations on Hilbert’s fifth problem for non locally compact groups]]. (Ph.D. thesis of five articles of [[Per Enflo|Enflo]] from 1969 to 1970)
** Enflo, Per; 1969a: Topological groups in which multiplication on one side is differentiable or linear. ''[[Math. Scand.]],'' 24, &nbsp;195–197.
<!-- **Enflo, Per; 1969: On the non-existence of uniform homeomorphisms between Lp-spaces. ''[[Arkiv för Matematik|Ark. Mat.]]'' '''8''', 103–105. -->
** {{cite journal
  |doi=10.1007/BF02589549
  |author=Per Enflo
  |title=On the nonexistence of uniform homeomorphisms between L<sub>p</sub> spaces
  |journal=[[Arkiv för Matematik|Ark. Mat.]]
  |volume=8
  |year=1969
  |pages=103–105
  |issue=2
  |doi-access=free
}}
** Enflo, Per; 1969b: On a problem of Smirnov. ''Ark. Mat.'' '''8''', &nbsp;107–109.
** {{cite journal|doi=10.1007/BF02771560|doi-access=|title=Uniform structures and square roots in topological groups|journal=[[Israel Journal of Mathematics]]|volume=8|issue=3|pages=230–252|year=1970|last1=Enflo|first1=P.|s2cid=189773170}}
** {{cite journal|doi=10.1007/BF02771561|doi-access=|title=Uniform structures and square roots in topological groups|journal=[[Israel Journal of Mathematics]]|volume=8|issue=3|pages=253–272|year=1970|last1=Enflo|first1=P.|s2cid=121193430}}
<!-- *** Enflo, Per. 1976. Uniform homeomorphisms between Banach spaces. ''Séminaire Maurey-Schwartz (1975–1976), Espaces, {{math|''L''<sup>''p''</sup>}}, applications radonifiantes et géométrie des espaces de Banach'', Exp. No. 18, 7 pp.&nbsp;Centre Math., École Polytech., Palaiseau. ''MR''0477709 (57 #17222) -->
{{refend}}

{{Hilbert's problems}}
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[[Category:Hilbert's problems|#05]]
[[Category:Lie groups]]
[[Category:Differential structures]]