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[1] M. Brown :
“A countable connected Hausdorff space ,”
Bull. Amer. Math. Soc.
59
(1953 ),
pp. 367 .
Abstract only (inside The April meeting in New York ); unpublished.
article
Abstract
BibTeX
The points are the positive integers. Neighborhoods are sets of integers \( \{a+bx\} \) where \( a \) and \( b \) are relatively prime to each other (\( x = 1, 2 \) , \( 3,\dots \) ). Let \( \{a+bx\} \) and \( \{c+dx\} \) be two neighborhoods. It is shown that \( bd \) is a limit point of both neighborhoods. Thus, the closures of any two neighborhoods have a nonvoid intersection. This is a sufficient condition that a space be connected.
@article {key37975439,
AUTHOR = {Brown, Morton},
TITLE = {A countable connected {H}ausdorff space},
JOURNAL = {Bull. Amer. Math. Soc.},
VOLUME = {59},
YEAR = {1953},
PAGES = {367},
NOTE = {Abstract only (inside \textit{The April
meeting in New York}); unpublished.},
}
[2] M. Brown :
Continuous collections of higher dimensional
hereditarily indecomposable continua .
Ph.D. thesis ,
The University of Wisconsin, Madison ,
1958 .
Advised by R. H. Bing .
MR
2612711
People
BibTeX
@phdthesis {key2612711m,
AUTHOR = {Brown, Morton},
TITLE = {Continuous collections of higher dimensional
hereditarily indecomposable continua},
SCHOOL = {The University of Wisconsin, Madison},
YEAR = {1958},
PAGES = {40},
NOTE = {Advised by R. H. Bing. MR
2612711.},
}
[3] M. Brown :
“Weak \( n \) -homogeneity implies weak \( (n-1) \) -homogeneity ,”
Proc. Amer. Math. Soc.
10
(1959 ),
pp. 644–647 .
MR
0107857
Zbl
0093.36604
BibTeX
@article {key0107857m,
AUTHOR = {Brown, Morton},
TITLE = {Weak \$n\$-homogeneity implies weak \$(n-1)\$-homogeneity},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {10},
YEAR = {1959},
PAGES = {644--647},
NOTE = {Available at
http://dx.doi.org/10.2307/2033668.
MR 21 \#6579. Zbl 0093.36604.},
ISSN = {0002-9939},
}
[4] M. Brown :
“Some applications of an approximation theorem for inverse
limits ,”
Proc. Amer. Math. Soc.
11
(1960 ),
pp. 478–483 .
MR
0115157
Zbl
0113.37705
BibTeX
@article {key0115157m,
AUTHOR = {Brown, Morton},
TITLE = {Some applications of an approximation
theorem for inverse limits},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {11},
YEAR = {1960},
PAGES = {478--483},
NOTE = {Available at
http://dx.doi.org/10.2307/2034803.
MR 22 \#5959. Zbl 0113.37705.},
ISSN = {0002-9939},
}
[5] M. Brown :
“On the inverse limit of Euclidean \( N \) -spheres ,”
Trans. Amer. Math. Soc.
96
(1960 ),
pp. 129–134 .
MR
0119182
Zbl
0136.19805
BibTeX
@article {key0119182m,
AUTHOR = {Brown, Morton},
TITLE = {On the inverse limit of {E}uclidean
\$N\$-spheres},
JOURNAL = {Trans. Amer. Math. Soc.},
FJOURNAL = {Transactions of the American Mathematical
Society},
VOLUME = {96},
YEAR = {1960},
PAGES = {129--134},
NOTE = {Available at
http://dx.doi.org/10.2307/1993488.
MR 22 \#9948. Zbl 0136.19805.},
ISSN = {0002-9947},
}
[6] M. Brown :
“A proof of the generalized Schoenflies theorem ,”
Bull. Amer. Math. Soc.
66
(1960 ),
pp. 74–76 .
MR
0117695
Zbl
0132.20002
BibTeX
@article {key0117695m,
AUTHOR = {Brown, Morton},
TITLE = {A proof of the generalized {S}choenflies
theorem},
JOURNAL = {Bull. Amer. Math. Soc.},
FJOURNAL = {Bulletin of the American Mathematical
Society},
VOLUME = {66},
YEAR = {1960},
PAGES = {74--76},
NOTE = {Available at
http://dx.doi.org/10.1090/S0002-9904-1960-10420-X.
MR 22 \#8470b. Zbl 0132.20002.},
ISSN = {0002-9904},
}
[7] M. Brown :
“The monotone union of open \( n \) -cells is an open \( n \) -cell ,”
Proc. Amer. Math. Soc.
12
(1961 ),
pp. 812–814 .
MR
0126835
Zbl
0103.39305
BibTeX
@article {key0126835m,
AUTHOR = {Brown, Morton},
TITLE = {The monotone union of open \$n\$-cells
is an open \$n\$-cell},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {12},
YEAR = {1961},
PAGES = {812--814},
NOTE = {Available at
http://dx.doi.org/10.2307/2034881.
MR 23 \#A4129. Zbl 0103.39305.},
ISSN = {0002-9939},
}
[8] M. Brown :
“Locally flat embeddings of topological manifolds ,”
pp. 83–91
in
Topology of 3-manifolds and related topics
(Univ. of Georgia Institute, 1961 ).
Prentice-Hall (Englewood Cliffs, NJ ),
1962 .
MR
0158373
Zbl
1246.57059
BibTeX
@incollection {key0158373m,
AUTHOR = {Brown, Morton},
TITLE = {Locally flat embeddings of topological
manifolds},
BOOKTITLE = {Topology of 3-manifolds and related
topics},
PUBLISHER = {Prentice-Hall},
ADDRESS = {Englewood Cliffs, NJ},
YEAR = {1962},
PAGES = {83--91},
NOTE = {(Univ. of Georgia Institute, 1961).
MR 28 \#1598. Zbl 1246.57059.},
}
[9] M. Brown :
“A mapping theorem for untriangulated manifolds ,”
pp. 92–94
in
Topology of 3-manifolds and related topics
(Univ. of Georgia Institute, 1961 ).
Prentice-Hall (Englewood Cliffs, NJ ),
1962 .
MR
0158374
Zbl
1246.57052
BibTeX
@incollection {key0158374m,
AUTHOR = {Brown, Morton},
TITLE = {A mapping theorem for untriangulated
manifolds},
BOOKTITLE = {Topology of 3-manifolds and related
topics},
PUBLISHER = {Prentice-Hall},
ADDRESS = {Englewood Cliffs, NJ},
YEAR = {1962},
PAGES = {92--94},
NOTE = {(Univ. of Georgia Institute, 1961).
MR 28 \#1599. Zbl 1246.57052.},
}
[10] M. Brown :
“Locally flat imbeddings of topological manifolds ,”
Ann. of Math. (2)
75
(1962 ),
pp. 331–341 .
MR
0133812
Zbl
0201.56202
BibTeX
@article {key0133812m,
AUTHOR = {Brown, Morton},
TITLE = {Locally flat imbeddings of topological
manifolds},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {75},
YEAR = {1962},
PAGES = {331--341},
NOTE = {Available at
http://dx.doi.org/10.2307/1970177.
MR 24 \#A3637. Zbl 0201.56202.},
ISSN = {0003-486X},
}
[11] M. Brown :
“On a theorem of Fisher concerning the homeomorphism group of
a manifold ,”
Michigan Math. J.
9
(1962 ),
pp. 403–405 .
MR
0150747
Zbl
0204.23901
BibTeX
@article {key0150747m,
AUTHOR = {Brown, Morton},
TITLE = {On a theorem of {F}isher concerning
the homeomorphism group of a manifold},
JOURNAL = {Michigan Math. J.},
FJOURNAL = {The Michigan Mathematical Journal},
VOLUME = {9},
YEAR = {1962},
PAGES = {403--405},
NOTE = {Available at
http://dx.doi.org/10.1307/mmj/1028998777.
MR 27 \#734. Zbl 0204.23901.},
ISSN = {0026-2285},
}
[12] M. Brown and H. Gluck :
“Stable structures on manifolds ,”
Bull. Amer. Math. Soc.
69
(1963 ),
pp. 51–58 .
MR
0145497
Zbl
0118.39104
People
BibTeX
@article {key0145497m,
AUTHOR = {Brown, Morton and Gluck, Herman},
TITLE = {Stable structures on manifolds},
JOURNAL = {Bull. Amer. Math. Soc.},
FJOURNAL = {Bulletin of the American Mathematical
Society},
VOLUME = {69},
YEAR = {1963},
PAGES = {51--58},
NOTE = {Available at
http://dx.doi.org/10.1090/S0002-9904-1963-10855-1.
MR 26 \#3028. Zbl 0118.39104.},
ISSN = {0002-9904},
}
[13] M. Brown and H. Gluck :
“Stable structures on manifolds, III: Applications ,”
Ann. of Math. (2)
79
(1964 ),
pp. 45–58 .
MR
0158385
People
BibTeX
@article {key0158385m,
AUTHOR = {Brown, Morton and Gluck, Herman},
TITLE = {Stable structures on manifolds, {III}:
{A}pplications},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {79},
YEAR = {1964},
PAGES = {45--58},
NOTE = {Available at
http://dx.doi.org/10.2307/1970481.
MR 28 \#1608c.},
ISSN = {0003-486X},
}
[14] M. Brown and H. Gluck :
“Stable structures on manifolds, I: Homeomorphisms of
\( S^{n} \) ,”
Ann. of Math. (2)
79
(1964 ),
pp. 1–17 .
MR
0158383
People
BibTeX
@article {key0158383m,
AUTHOR = {Brown, Morton and Gluck, Herman},
TITLE = {Stable structures on manifolds, {I}:
{H}omeomorphisms of \$S^{n}\$},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {79},
YEAR = {1964},
PAGES = {1--17},
NOTE = {Available at
http://dx.doi.org/10.2307/1970481.
MR 28 \#1608a.},
ISSN = {0003-486X},
}
[15] M. Brown and H. Gluck :
“Stable structures on manifolds, II: Stable manifolds ,”
Ann. of Math. (2)
79
(1964 ),
pp. 18–44 .
MR
0158384
People
BibTeX
@article {key0158384m,
AUTHOR = {Brown, Morton and Gluck, Herman},
TITLE = {Stable structures on manifolds, {II}:
{S}table manifolds},
JOURNAL = {Ann. of Math. (2)},
FJOURNAL = {Annals of Mathematics. Second Series},
VOLUME = {79},
YEAR = {1964},
PAGES = {18--44},
NOTE = {Available at
http://dx.doi.org/10.2307/1970481.
MR 28 \#1608b.},
ISSN = {0003-486X},
}
[16] M. Brown :
“Wild cells and spheres in higher dimensions ,”
Michigan Math. J.
14
(1967 ),
pp. 219–224 .
MR
0221481
Zbl
0147.23902
BibTeX
@article {key0221481m,
AUTHOR = {Brown, Morton},
TITLE = {Wild cells and spheres in higher dimensions},
JOURNAL = {Michigan Math. J.},
FJOURNAL = {The Michigan Mathematical Journal},
VOLUME = {14},
YEAR = {1967},
PAGES = {219--224},
NOTE = {Available at
http://dx.doi.org/10.1307/mmj/1028999719.
MR 36 \#4533. Zbl 0147.23902.},
ISSN = {0026-2285},
}
[17] M. Brown :
“A note on Kister’s isotopy ,”
Michigan Math. J.
14
(1967 ),
pp. 95–96 .
MR
0214077
Zbl
0185.51503
BibTeX
@article {key0214077m,
AUTHOR = {Brown, M.},
TITLE = {A note on {K}ister's isotopy},
JOURNAL = {Michigan Math. J.},
FJOURNAL = {The Michigan Mathematical Journal},
VOLUME = {14},
YEAR = {1967},
PAGES = {95--96},
NOTE = {Available at
http://dx.doi.org/10.1307/mmj/1028999663.
MR 35 \#4929. Zbl 0185.51503.},
ISSN = {0026-2285},
}
[18] M. Brown :
“Pushing graphs around ,”
pp. 19–22
in
Conference on the topology of manifolds
(Michigan State Univ., E. Lansing, MI, 1967 ).
Prindle, Weber & Schmidt (Boston ),
1968 .
MR
0234468
Zbl
0185.50601
BibTeX
@incollection {key0234468m,
AUTHOR = {Brown, Morton},
TITLE = {Pushing graphs around},
BOOKTITLE = {Conference on the topology of manifolds},
PUBLISHER = {Prindle, Weber \& Schmidt},
ADDRESS = {Boston},
YEAR = {1968},
PAGES = {19--22},
NOTE = {(Michigan State Univ., E. Lansing, MI,
1967). MR 38 \#2785. Zbl 0185.50601.},
}
[19] M. Brown :
“A note on Cartesian products ,”
Amer. J. Math.
91
(1969 ),
pp. 32–36 .
MR
0239555
Zbl
0179.51405
BibTeX
@article {key0239555m,
AUTHOR = {Brown, Morton},
TITLE = {A note on {C}artesian products},
JOURNAL = {Amer. J. Math.},
FJOURNAL = {American Journal of Mathematics},
VOLUME = {91},
YEAR = {1969},
PAGES = {32--36},
NOTE = {Available at
http://dx.doi.org/10.2307/2373266.
MR 39 \#912. Zbl 0179.51405.},
ISSN = {0002-9327},
}
[20] M. Brown :
“Sets of constant distance from a planar set ,”
Michigan Math. J.
19
(1972 ),
pp. 321–323 .
MR
0315714
Zbl
0244.54019
BibTeX
@article {key0315714m,
AUTHOR = {Brown, Morton},
TITLE = {Sets of constant distance from a planar
set},
JOURNAL = {Michigan Math. J.},
FJOURNAL = {The Michigan Mathematical Journal},
VOLUME = {19},
YEAR = {1972},
PAGES = {321--323},
NOTE = {Available at
http://dx.doi.org/10.1307/mmj/1029000941.
MR 47 \#4263. Zbl 0244.54019.},
ISSN = {0026-2285},
}
[21] M. Brown :
“An application of homology theory to 4-coloring problems ,”
Nederl. Akad. Wetensch. Proc. Ser. A
75
(1972 ),
pp. 353–354 .
Also published in Indag. Math. 34 .
MR
0317312
BibTeX
@article {key0317312m,
AUTHOR = {Brown, Morton},
TITLE = {An application of homology theory to
{4}-coloring problems},
JOURNAL = {Nederl. Akad. Wetensch. Proc. Ser. A},
VOLUME = {75},
YEAR = {1972},
PAGES = {353--354},
NOTE = {Also published in \textit{Indag. Math.}
\textbf{34}. MR 47 \#5859.},
}
[22] M. Brown and R. Connelly :
“On graphs with a constant link ,”
pp. 19–51
in
New directions in the theory of graphs
(Univ. Michigan, Ann Arbor, MI, 1971 ).
Academic Press (New York ),
1973 .
MR
0347685
Zbl
0258.05104
People
BibTeX
@incollection {key0347685m,
AUTHOR = {Brown, Morton and Connelly, Robert},
TITLE = {On graphs with a constant link},
BOOKTITLE = {New directions in the theory of graphs},
PUBLISHER = {Academic Press},
ADDRESS = {New York},
YEAR = {1973},
PAGES = {19--51},
NOTE = {(Univ. Michigan, Ann Arbor, MI, 1971).
MR 50 \#187. Zbl 0258.05104.},
}
[23] M. Brown and R. Connelly :
“On graphs with a constant link, II ,”
Discrete Math.
11
(1975 ),
pp. 199–232 .
MR
0364016
Zbl
0304.05102
People
BibTeX
@article {key0364016m,
AUTHOR = {Brown, Morton and Connelly, Robert},
TITLE = {On graphs with a constant link, {II}},
JOURNAL = {Discrete Math.},
FJOURNAL = {Discrete Mathematics},
VOLUME = {11},
YEAR = {1975},
PAGES = {199--232},
NOTE = {Available at
http://dx.doi.org/10.1016/0012-365X(75)90037-0.
MR 51 \#271. Zbl 0304.05102.},
ISSN = {0012-365X},
}
[24] M. Brown and W. D. Neumann :
“Proof of the Poincaré–Birkhoff fixed point theorem ,”
Michigan Math. J.
24 : 1
(1977 ),
pp. 21–31 .
MR
0448339
Zbl
0402.55001
People
BibTeX
@article {key0448339m,
AUTHOR = {Brown, M. and Neumann, W. D.},
TITLE = {Proof of the {P}oincar\'e--{B}irkhoff
fixed point theorem},
JOURNAL = {Michigan Math. J.},
FJOURNAL = {The Michigan Mathematical Journal},
VOLUME = {24},
NUMBER = {1},
YEAR = {1977},
PAGES = {21--31},
NOTE = {Available at
http://dx.doi.org/10.1307/mmj/1029001816.
MR 56 \#6646. Zbl 0402.55001.},
ISSN = {0026-2285},
}
[25] M. Brown :
“A short short proof of the Cartwright–Littlewood theorem ,”
Proc. Amer. Math. Soc.
65 : 2
(1977 ),
pp. 372 .
MR
0461491
Zbl
0369.57001
BibTeX
@article {key0461491m,
AUTHOR = {Brown, Morton},
TITLE = {A short short proof of the {C}artwright--{L}ittlewood
theorem},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {65},
NUMBER = {2},
YEAR = {1977},
PAGES = {372},
NOTE = {Available at
http://dx.doi.org/10.2307/2041926.
MR 57 \#1476. Zbl 0369.57001.},
ISSN = {0002-9939},
}
[26] M. Brown and A. G. Wasserman :
“Arithmetic invariants of simplicial complexes ,”
Canad. J. Math.
32 : 6
(1980 ),
pp. 1306–1310 .
MR
604685
Zbl
0413.57013
People
BibTeX
@article {key604685m,
AUTHOR = {Brown, M. and Wasserman, A. G.},
TITLE = {Arithmetic invariants of simplicial
complexes},
JOURNAL = {Canad. J. Math.},
FJOURNAL = {Canadian Journal of Mathematics. Journal
Canadien de Math\'ematiques},
VOLUME = {32},
NUMBER = {6},
YEAR = {1980},
PAGES = {1306--1310},
NOTE = {Available at
http://dx.doi.org/10.4153/CJM-1980-100-0.
MR 82c:57011. Zbl 0413.57013.},
ISSN = {0008-414X},
CODEN = {CJMAAB},
}
[27] B. Brechner and M. Brown :
“Mapping cylinder neighborhoods in the plane ,”
Proc. Amer. Math. Soc.
84 : 3
(1982 ),
pp. 433–436 .
MR
640248
Zbl
0478.54030
People
BibTeX
@article {key640248m,
AUTHOR = {Brechner, Beverly and Brown, Morton},
TITLE = {Mapping cylinder neighborhoods in the
plane},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {84},
NUMBER = {3},
YEAR = {1982},
PAGES = {433--436},
NOTE = {Available at
http://dx.doi.org/10.2307/2043577.
MR 83h:57012. Zbl 0478.54030.},
ISSN = {0002-9939},
CODEN = {PAMYAR},
}
[28] M. Brown :
“A new proof of Brouwer’s lemma on translation arcs ,”
Houston J. Math.
10 : 1
(1984 ),
pp. 35–41 .
MR
736573
Zbl
0551.57005
BibTeX
@article {key736573m,
AUTHOR = {Brown, Morton},
TITLE = {A new proof of {B}rouwer's lemma on
translation arcs},
JOURNAL = {Houston J. Math.},
FJOURNAL = {Houston Journal of Mathematics},
VOLUME = {10},
NUMBER = {1},
YEAR = {1984},
PAGES = {35--41},
NOTE = {MR 85h:54080. Zbl 0551.57005.},
ISSN = {0362-1588},
CODEN = {HJMADZ},
}
[29] M. Brown and J. M. Kister :
“Invariance of complementary domains of a fixed point set ,”
Proc. Amer. Math. Soc.
91 : 3
(1984 ),
pp. 503–504 .
MR
744656
Zbl
0547.57010
People
BibTeX
@article {key744656m,
AUTHOR = {Brown, M. and Kister, J. M.},
TITLE = {Invariance of complementary domains
of a fixed point set},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {91},
NUMBER = {3},
YEAR = {1984},
PAGES = {503--504},
NOTE = {Available at
http://dx.doi.org/10.2307/2045329.
MR 86c:57014. Zbl 0547.57010.},
ISSN = {0002-9939},
CODEN = {PAMYAR},
}
[30] M. Brown :
“Homeomorphisms of two-dimensional manifolds ,”
Houston J. Math.
11 : 4
(1985 ),
pp. 455–469 .
MR
837985
Zbl
0605.57005
BibTeX
@article {key837985m,
AUTHOR = {Brown, M.},
TITLE = {Homeomorphisms of two-dimensional manifolds},
JOURNAL = {Houston J. Math.},
FJOURNAL = {Houston Journal of Mathematics},
VOLUME = {11},
NUMBER = {4},
YEAR = {1985},
PAGES = {455--469},
NOTE = {MR 87g:57020. Zbl 0605.57005.},
ISSN = {0362-1588},
CODEN = {HJMADZ},
}
[31] M. Brown :
“The mathematical work of R. H. Bing ,”
pp. 1–25
in
Proceedings of the 1987 topology conference
(Birmingham, AL, 1987 ),
published as Topology Proc.
12 : 1 .
Issue edited by G. Gruenhage, D. Bennett, and L. Mohler .
Auburn University (Birmingham, AL ),
1987 .
MR
951703
Zbl
0661.01017
incollection
People
BibTeX
Read it here
@article {key951703m,
AUTHOR = {Brown, Morton},
TITLE = {The mathematical work of {R}.~{H}. {B}ing},
JOURNAL = {Topology Proc.},
FJOURNAL = {Topology Proceedings},
VOLUME = {12},
NUMBER = {1},
YEAR = {1987},
PAGES = {1--25},
URL = {http://topology.auburn.edu/tp/reprints/v12/tp12102.pdf},
NOTE = {\textit{Proceedings of the 1987 topology
conference} (Birmingham, AL, 1987).
Issue edited by G. Gruenhage,
D. Bennett, and L. Mohler.
MR:951703. Zbl:0661.01017.},
ISSN = {0146-4124},
}
[32] M. Brown, E. E. Slaminka, and W. Transue :
“An orientation preserving fixed point free homeomorphism of
the plane which admits no closed invariant line ,”
Topology Appl.
29 : 3
(1988 ),
pp. 213–217 .
MR
953953
Zbl
0668.54024
People
BibTeX
@article {key953953m,
AUTHOR = {Brown, Morton and Slaminka, Edward E.
and Transue, William},
TITLE = {An orientation preserving fixed point
free homeomorphism of the plane which
admits no closed invariant line},
JOURNAL = {Topology Appl.},
FJOURNAL = {Topology and its Applications},
VOLUME = {29},
NUMBER = {3},
YEAR = {1988},
PAGES = {213--217},
NOTE = {Available at
http://dx.doi.org/10.1016/0166-8641(88)90020-X.
MR 89i:58076. Zbl 0668.54024.},
ISSN = {0166-8641},
CODEN = {TIAPD9},
}
[33] M. Brown :
“Fixed points for orientation preserving homeomorphisms of the
plane which interchange two points ,”
Pacific J. Math.
143 : 1
(1990 ),
pp. 37–41 .
MR
1047399
Zbl
0728.55001
BibTeX
@article {key1047399m,
AUTHOR = {Brown, Morton},
TITLE = {Fixed points for orientation preserving
homeomorphisms of the plane which interchange
two points},
JOURNAL = {Pacific J. Math.},
FJOURNAL = {Pacific Journal of Mathematics},
VOLUME = {143},
NUMBER = {1},
YEAR = {1990},
PAGES = {37--41},
NOTE = {Available at
http://dx.doi.org/10.2140/pjm.1990.143.37.
MR 91k:54072. Zbl 0728.55001.},
ISSN = {0030-8730},
CODEN = {PJMAAI},
}
[34] M. Brown :
“On the fixed point index of iterates of planar homeomorphisms ,”
Proc. Amer. Math. Soc.
108 : 4
(1990 ),
pp. 1109–1114 .
MR
994772
Zbl
0686.58028
BibTeX
@article {key994772m,
AUTHOR = {Brown, Morton},
TITLE = {On the fixed point index of iterates
of planar homeomorphisms},
JOURNAL = {Proc. Amer. Math. Soc.},
FJOURNAL = {Proceedings of the American Mathematical
Society},
VOLUME = {108},
NUMBER = {4},
YEAR = {1990},
PAGES = {1109--1114},
NOTE = {Available at
http://dx.doi.org/10.2307/2047977.
MR 90g:54036. Zbl 0686.58028.},
ISSN = {0002-9939},
CODEN = {PAMYAR},
}
[35] M. Barge and M. Brown :
“Problems in dynamics on continua ,”
pp. 177–182
in
Continuum theory and dynamical systems
(Arcata, CA, 1989 ).
Contemp. Math. 117 .
Amer. Math. Soc. (Providence, RI ),
1991 .
MR
1112814
Zbl
0726.54026
People
BibTeX
@incollection {key1112814m,
AUTHOR = {Barge, Marcy and Brown, Morton},
TITLE = {Problems in dynamics on continua},
BOOKTITLE = {Continuum theory and dynamical systems},
SERIES = {Contemp. Math.},
NUMBER = {117},
PUBLISHER = {Amer. Math. Soc.},
ADDRESS = {Providence, RI},
YEAR = {1991},
PAGES = {177--182},
NOTE = {(Arcata, CA, 1989). Available at
http://dx.doi.org/10.1090/conm/117/1112814.
MR 92i:54032. Zbl 0726.54026.},
}
[36] M. Brown :
“Fundamental regions of planar homeomorphisms ,”
pp. 49–56
in
Continuum theory and dynamical systems
(Arcata, CA, 1989 ).
Contemp. Math. 117 .
Amer. Math. Soc. (Providence, RI ),
1991 .
MR
1112802
Zbl
0732.54029
BibTeX
@incollection {key1112802m,
AUTHOR = {Brown, Morton},
TITLE = {Fundamental regions of planar homeomorphisms},
BOOKTITLE = {Continuum theory and dynamical systems},
SERIES = {Contemp. Math.},
NUMBER = {117},
PUBLISHER = {Amer. Math. Soc.},
ADDRESS = {Providence, RI},
YEAR = {1991},
PAGES = {49--56},
NOTE = {(Arcata, CA, 1989). Available at
http://dx.doi.org/10.1090/conm/117/1112802.
MR 92h:54045. Zbl 0732.54029.},
}
[37] M. Brown :
“A periodic homeomorphism of the plane ,”
pp. 83–87
in
Continuum theory and dynamical systems .
Lecture Notes in Pure and Appl. Math. 149 .
Dekker (New York ),
1993 .
MR
1235347
Zbl
0791.58074
BibTeX
@incollection {key1235347m,
AUTHOR = {Brown, Morton},
TITLE = {A periodic homeomorphism of the plane},
BOOKTITLE = {Continuum theory and dynamical systems},
SERIES = {Lecture Notes in Pure and Appl. Math.},
NUMBER = {149},
PUBLISHER = {Dekker},
ADDRESS = {New York},
YEAR = {1993},
PAGES = {83--87},
NOTE = {MR 94d:54088. Zbl 0791.58074.},
}
[38] K. Boucher, M. Brown, and E. E. Slaminka :
“A Nielsen-type theorem for area-preserving homeomorphisms of
the two disc ,”
pp. 43–50
in
Continuum theory and dynamical systems .
Lecture Notes in Pure and Appl. Math. 149 .
Dekker (New York ),
1993 .
MR
1235344
Zbl
0807.58027
People
BibTeX
@incollection {key1235344m,
AUTHOR = {Boucher, Kenneth and Brown, Morton and
Slaminka, Edward E.},
TITLE = {A {N}ielsen-type theorem for area-preserving
homeomorphisms of the two disc},
BOOKTITLE = {Continuum theory and dynamical systems},
SERIES = {Lecture Notes in Pure and Appl. Math.},
NUMBER = {149},
PUBLISHER = {Dekker},
ADDRESS = {New York},
YEAR = {1993},
PAGES = {43--50},
NOTE = {MR 94e:55001. Zbl 0807.58027.},
}