Let f:XX be a selfmap of a compact connected polyhedron, using Nielsen fixed point theory, we give a better lower bound for topological entropy h(f) of f . In addition, if f:T mT m is a selfma...Let f:XX be a selfmap of a compact connected polyhedron, using Nielsen fixed point theory, we give a better lower bound for topological entropy h(f) of f . In addition, if f:T mT m is a selfmap of m? 玹rous, some conditions under which log N ∞(f) is a best lower bound for展开更多
文摘Let f:XX be a selfmap of a compact connected polyhedron, using Nielsen fixed point theory, we give a better lower bound for topological entropy h(f) of f . In addition, if f:T mT m is a selfmap of m? 玹rous, some conditions under which log N ∞(f) is a best lower bound for
