P. Wong

发表

An Elementary Combinatorial Analog of a Theorem of F.J.Dyson

Pallavi Jayawant, P. Wong, 2006 .

A COMBINATORIAL ANALOG OF A THEOREM OF F.J. DYSON

Pallavi Jayawant, P. Wong, 2006, math/0608204.

Fixed Point Theory for Homogeneous Spaces A Brief Survey

P. Wong, 2005 .

A relationship between twisted conjugacy classes and the geometric invariants Ωn

P. Wong, Nic Koban, 2011 .

Twisted conjugacy and quasi‐isometry invariance for generalized solvable Baumslag–Solitar groups

P. Wong, J. Taback, 2006, math/0601271.

A COMBINATORIAL ANALOG OF A THEOREM OF F.J. DYSON

Pallavi Jayawant, P. Wong, 2006, math/0608204.

A COMBINATORIAL ANALOG OF A THEOREM OF

P. Wong, 2022 .

The geometry of twisted conjugacy classes in wreath products

P. Wong, J. Taback, 2008, 0805.1371.

Nielsen theory on 3-manifolds covered by S2 × ℝ

D. Gonçalves, P. Wong, Xuezhi Zhao, 2015, Acta Mathematica Sinica, English Series.

Nielsen theory on 3-manifolds covered by S2 × ℝ

D. Gonçalves, P. Wong, Xuezhi Zhao, 2015 .

Fixed point theory of spherical 3-manifolds

D. Gonçalves, P. Wong, Xuezhi Zhao, 2015 .

Twisted Conjugacy Classes in Exponential Growth Groups

D. Gonçalves, P. Wong, 2003 .

Obstruction theory and coincidences of maps between nilmanifolds

D. Gonçalves, P. Wong, 2005 .

A NOTE ON TWISTED CONJUGACY AND GENERALIZED BAUMSLAG-SOLITAR GROUPS

P. Wong, J. Taback, 2006, math/0606284.

On the group structure of $$[J(X), \Omega (Y)]$$[J(X),Ω(Y)]

M. Golasiński, D. Gonçalves, P. Wong, 2017 .

On the group structure of $[\Omega \mathbb S^2, \Omega Y]$

P. Wong, D. Gonccalves, Marek Golasi'nski, 2014, 1408.2547.

ZETA FUNCTION FOR GROUP EXTENSIONS

P. Wong, 2001 .

Some properties of Fox torus homotopy groups

M. Golasiński, D. Gonçalves, P. Wong, 2006 .

On Fox Spaces and Jacobi Identities

M. Golasiński, P. Wong, D. Gonccalves, 2006, math/0601368.

Ja n 20 06 SOME PROPERTIES OF FOX TORUS HOMOTOPY GROUPS

M. Golasiński, D. Gonçalves, P. Wong, 2006 .

Twisted conjugacy and quasi‐isometry invariance for generalized solvable Baumslag–Solitar groups

P. Wong, J. Taback, 2006, math/0601271.

Twisted conjugacy classes in nilpotent groups

D. Gonçalves, P. Wong, 2007, 0706.3425.

Twisted Conjugacy Classes in Wreath Products

Peter Wong, Daciberg Gonçalves, D. Gonçalves, 2006, Int. J. Algebra Comput..

The BNS invariants of the generalized solvable Baumslag-Solitar groups and of their finite index subgroups

P. Wong, Wagner C. Sgobbi, 2021, Communications in Algebra.

Equivariant Nielsen root theory for G-maps

P. Wong, Hildebrane A. dos Santos, 2010 .

Homogeneous spaces in coincidence theory

D. Gonçalves, P. Wong, 1997 .

Recent Results in Hyperbolic Geometry and Diophantine Geometry(HOLOMORPHIC MAPPINGS, DIOPHANTINE GEOMETRY and RELATED TOPICS : in Honor of Professor Shoshichi Kobayashi on his 60th Birthday)

P. Wong, 1993 .

Nilmanifolds are Jiang-type spaces for coincidences

D. Gonçalves, P. Wong, 2001 .

Corrections to: “On changing fixed points and coincidences to roots” [Proc. Amer. Math. Soc. 115 (1992), no. 2, 527–533; MR1098397 (92k:55002)]

P. Wong, R. Brooks, 1993 .

On changing fixed points and coincidences to roots

P. Wong, R. Brooks, 1992 .

Corrections to "On the computation of the Nielsen numbers and the converse of the Lefschetz coincidence theorem" (Fund. Math. 140 (1992), 191–196)

P. Wong, 1992 .

Addition formulae for Nielsen numbers and for Nielsen type numbers of fibre preserving maps

P. Wong, P. R. Heath, Edward C. Keppelmann, 1995 .

Coincidence theory for spaces which fiber over a nilmanifold

P. Wong, 2004 .

Relative Nielsen theory for noncompact spaces and maps

P. Wong, J. Andres, 2006 .

Nielsen fixed point theory for partially ordered sets

P. Wong, 2001 .

A note on the local and the extension Nielsen numbers

P. Wong, 1992 .

Equivariant Nielsen fixed point theory for $G$-maps.

P. Wong, 1991 .

On deforming $G$-maps to be fixed point free.

E. Fadell, P. Wong, 1988 .

On the computation of the Nielsen numbers and the converse of the Lefschetz coincidence theorem

P. Wong, 1992 .

Equivariant path fields on topological manifolds

P. Wong, L. Borsari, F. Cardona, 2007, 0706.4097.

Fixed-point theory for homogeneous spaces

P. Wong, 1998 .

On the computation of the relative Nielsen number

P. Wong, F. Cardona, 2001 .

REIDEMEISTER ZETA FUNCTION FOR GROUP EXTENSIONS

P. Wong, 2001 .

The relative Reidemeister numbers of fiber map pairs

P. Wong, F. Cardona, 2003 .

Reidemeister numbers of equivariant maps

P. Wong, A. Fel’shtyn, R. Hill, 1995 .

Fixed points on pairs of nilmanifolds

P. Wong, 1995 .

Computation of Nielsen and Reidemeister coincidence numbers for multiple maps

P. Wong, Tha'is F. M. Monis, 2020, 2001.06730.

Coincidence Wecken Property for Nilmanifolds

D. Gonçalves, P. Wong, 2018, Acta Mathematica Sinica, English Series.

Coincidence Wecken Property for Nilmanifolds

D. Gonçalves, P. Wong, 2017, Acta Mathematica Sinica, English Series.

Obstruction theory for coincidences of multiple maps

P. Wong, Tha'is F. M. Monis, 2016, 1602.06911.

Jiang-type theorems for coincidences of maps into homogeneous spaces

P. Wong, Daniel Vendr'uscolo, 2007, math/0701702.

Obstruction Theory and Coincidences in Positive Codimension

D. Gonçalves, P. Wong, J. Jezierski, 2006 .

Factorization of group homomorphisms

D. Gonçalves, P. Wong, 2002 .

Coincidences of maps into homogeneous spaces

P. Wong, 1999 .

The geometric invariants of certain group extensions with applications to twisted conjugacy

P. Wong, Nic Koban, 2015 .

Automorphisms of higher rank lamplighter groups

Jennifer Taback, Peter Wong, Melanie Stein, 2014, Int. J. Algebra Comput..

The Geometric Invariants of Group Extensions

P. Wong, Nic Koban, 2012, 1206.1829.

Twisted Conjugacy Classes for Polyfree Groups

D. Gonçalves, P. Wong, A. Fel’shtyn, 2008, 0802.2937.

Generalizations of Fox Homotopy Groups, Whitehead Products, and Gottlieb Groups

M. Golasiński, D. Gonçalves, P. Wong, 2005 .

Nielsen numbers of selfmaps of Sol 3-manifolds

D. Gonçalves, P. Wong, 2012 .

Exponents of $$[\Omega ({\mathbb {S}}^{r+1}), \Omega (Y)]$$ [ Ω ( S r + 1 ) , Ω ( Y ) ]

P. Wong, D. Gonccalves, Marek Golasi'nski, 2018, Trends in Mathematics.

On exponent and nilpotency of [Ω(Sr+1),Ω(KPn)]

M. Golasiński, D. Gonçalves, P. Wong, 2021 .

Twisted conjugacy in fundamental groups of geometric 3-manifolds

P. Wong, P. Sankaran, D. Gonccalves, 2020, Topology and its Applications.

Mapping degrees between spherical -manifolds

P. Wong, Xuezhi Zhao, D. Gonçalves, 2017, 1703.04345.

Fixed point theory for homogeneous spaces, II}

P. Wong, 2005 .

Equivariant evaluation subgroups and Rhodes groups

M. Golasiński, P. Wong, D. Gonccalves, 2006, math/0601392.

Ja n 20 06 EQUIVARIANT EVALUATION SUBGROUPS AND RHODES GROUPS

M. Golasiński, D. Gonçalves, P. Wong, 2006 .

EQUIVARIANT EVALUATION SUBGROUPS AND

D. Gonçalves, P. Wong, Marek Golasí, 2006 .

A note on generalized equivariant homotopy groups

M. Golasiński, D. Gonçalves, P. Wong, 2007, 0712.3039.

ON THE GROUP STRUCTURE OF [Ω2, ΩY]

M. Golasiński, D. Gonçalves, P. Wong, 2015 .

Fixed point sets of equivariant fiber-preserving maps

P. Wong, Rafael M. Souza, 2017, 1704.01413.

Cohomology of preimages with local coefficients

D. Gonçalves, P. Wong, 2006, 0904.4177.

A relationship between twisted conjugacy classes and the geometric invariants $\Omega^n$

P. Wong, Nic Koban, 2009, 0911.3385.

Twisted Conjugacy for Virtually Cyclic Groups and Crystallographic Groups

D. Gonçalves, P. Wong, 2010 .

Homogeneous spaces in coincidence theory II

D. Gonçalves, P. Wong, 2005 .

Twisted conjugacy in free products

D. Gonçalves, P. Wong, P. Sankaran, 2020, Communications in Algebra.

Twisted conjugacy and commensurability invariance

Peter Wong, Parameswaran Sankaran, P. Wong, 2020, Journal of Group Theory.

Automorphisms of the Two Dimensional Crystallographic Groups

Daciberg Lima Gonçalves, Peter Wong, D. Gonçalves, 2014 .

The Geometric Invariants of Group Extensions Part II: Split Extensions

P. Wong, Nic Koban, 2011, 1103.0315.