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1 |
G E Bredon,
Introduction to compact transformation groups, Pure and
Applied Mathematics 46, Academic Press (1972) MR0413144 |
2 |
F R C
Coelho, D de Mattos, E L dos Santos,
On the
existence of $G$–equivariant maps, Bull. Braz. Math.
Soc. 43 (2012) 407 MR3024063 |
3 |
A Dold, Parametrized Borsuk–Ulam
theorems, Comment. Math. Helv. 63 (1988) 275 MR948782 |
4 |
R M Dotzel,
T B Singh, $Z_p$ actions on spaces of
cohomology type $(a,0)$, Proc. Amer. Math. Soc. 113
(1991) 875 MR1064902 |
5 |
M Izydorek, J
Jaworowski, Antipodal coincidence for
maps of spheres into complexes, Proc. Amer. Math. Soc.
123 (1995) 1947 MR1242089 |
6 |
I M James,
Note on cup products, Proc. Amer. Math. Soc. 8 (1957)
374 MR0091467 |
7 |
J Jaworowski,
A continuous
version of the Borsuk–Ulam theorem, Proc. Amer. Math.
Soc. 82 (1981) 112 MR603612 |
8 |
J Matoušek, Using
the Borsuk–Ulam theorem, Universitext, Springer (2003)
MR1988723 |
9 |
D de Mattos,
E L dos Santos, A parametrized
Borsuk–Ulam theorem for a product of spheres with free $\mathbb
Z_p$–action and free $S^1$–action, Algebr. Geom. Topol.
7 (2007) 1791 MR2366178 |
10 |
M Nakaoka, Parametrized Borsuk–Ulam
theorems and characteristic polynomials, from:
"Topological fixed point theory and applications" (editor
B J Jiang), Lecture Notes in Math. 1411, Springer (1989)
155 MR1031793 |
11 |
P L Q
Pergher, H K Singh, T B Singh,
On $\mathbb Z_2$ and $\mathbb S^1$ free actions on spaces of
cohomology type $(a,b)$, Houston J. Math. 36 (2010) 137
MR2610784 |
12 |
D Quillen, The spectrum of an
equivariant cohomology ring, I, Ann. of Math. 94 (1971)
549 MR0298694 |
13 |
H K Singh, On
the cohomological structure of orbit spaces of certain
transformation groups, PhD Thesis, University of Delhi
(2010) |
14 |
M Singh, Parametrized Borsuk–Ulam
problem for projective space bundles, Fund. Math. 211
(2011) 135 MR2747039 |
15 |
E H Spanier,
Algebraic topology, Springer (1981) MR666554 |
16 |
H Toda,
Note on cohomology ring of certain spaces, Proc. Amer.
Math. Soc. 14 (1963) 89 MR0150763 |
17 |
A Y Volovikov,
Coincidence
points of mappings of $Z^n_p$–spaces, Izv. Ross. Akad.
Nauk Ser. Mat. 69 (2005) 53 MR2179415 |
18 |
C T Yang,
On theorems of
Borsuk–Ulam, Kakutani–Yamabe–Yujobô and Dyson, I, Ann.
of Math. 60 (1954) 262 MR0065910 |
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