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Nielsen theory
Known as:
Nielsen fixed-point theorem
, Nielsen number
Nielsen theory is a branch of mathematical research with its origins in topological fixed point theory. Its central ideas were developed by Danish…
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Related topics
Related topics
2 relations
Fixed-point index
Fixed-point theorem
Papers overview
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2011
2011
On intersections of closed curves on surfaces
S. Bogatyi
,
E. Kudryavtseva
,
H. Zieschang
2011
Corpus ID: 119164193
The problem on the minimal number (with respect to deformation) of intersection points of two closed curves on a surface is…
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2007
2007
LEFSCHETZ AND NIELSEN COINCIDENCE NUMBERS ONNILMANIFOLDS AND SOLVMANIFOLDSCHRISTOPHER
K. MCCORDAbstract
2007
Corpus ID: 7629381
Suppose M 1 ; M 2 are compact, connected orientable manifolds of the same dimension. Then for all pairs of maps f,g:M 1 ?! M 2…
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2007
2007
The three faces of Nielsen : coincidences , intersectionsand
P. McCord
2007
Corpus ID: 17718571
In addition to the many diierent Nielsen-type numbers that have been introduced to study xed points, there are Nielsen-type…
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2005
2005
Nielsen number and differential equations
J. Andres
2005
Corpus ID: 22319680
In reply to a problem of Jean Leray (application of the Nielsen theory to differential equations), two main approaches are…
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2003
2003
Anmeldelse af Nielsen, K. & Kvale, S. (red.) Praktikkens læringslandskab - At lære gennem arbejde
Svend Brinkmann
2003
Corpus ID: 179461033
1999
1999
Fixed point large class and Nielsen number
Lei Cheng
1999
Corpus ID: 124823053
By using the fixed subgroup Fixf π of f π, the homomorphism on π 1(X,x 0), and that the subgrup H=Fixf π· Ker f π of π 1(X,x 0…
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1996
1996
The relative coincidence Nielsen number
J. Jezierski
Fundamenta Mathematicae
1996
Corpus ID: 116896060
1995
1995
A relative nielsen number in coincidence theory
Chan-Gyu Jang
,
Sik Lee
1995
Corpus ID: 118417518
Nielsen coincidence theory is concerned with the estimation of a lower bound for the number of coincidences of two maps $f,g: X…
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1992
1992
Nielsen numbers of periodic maps on solvmanifolds
K. Lee
1992
Corpus ID: 120931154
Let f:M —► M be a self-map of a solvmanifold M. Then the Lefschetz number L(f) and the Nielsen number N(f) of / satisfy \L(f)\ 1…
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1974
1974
On the Nielsen number of a fiber map
Dennis McGavran
,
J. Pak
1974
Corpus ID: 123313656