Complex surface singularities with integral homology sphere links.
Complexes Whose Boundaries Cannot Be Pushed Around.
Complexification of proper hamiltonian -spaces
Complexifications of Transversely Holomorphic.
Complexified real arrangements of hyperplanes.
Complexity of 4-manifolds.
Compositions of equi-dimensional fold maps
According to Ando's theorem, the oriented bordism group of fold maps of n-manifolds into n-space is isomorphic to the stable n-stem. Among such fold maps we define two geometric operations corresponding to the composition and to the Toda bracket in the stable stem through Ando's isomorphism. By using these operations we explicitly construct several fold maps with convenient properties, including a fold map which represents the generator of the stable 6-stem.
Computation of five- and six-dimensional Bieberbach groups.
Computational aspects of group extensions and their applications in topology.
Computational aspects of robust Holt-Winters smoothing based on -estimation
To obtain a robust version of exponential and Holt-Winters smoothing the idea of -estimation can be used. The difficulty is the formulation of an easy-to-use recursive formula for its computation. A first attempt was made by Cipra (Robust exponential smoothing, J. Forecast. 11 (1992), 57–69). The recursive formulation presented there, however, is unstable. In this paper, a new recursive computing scheme is proposed. A simulation study illustrates that the new recursions result in smaller forecast...
Computations of instanton invariants using Donaldson-Floer Theory.
Computations of the Ozsvath-Szabo knot concordance invariant.
Computer calculation of the degree of maps into the Poincaré homology sphere.
Computer recognition of three-manifold.
Computing Adams operations on the Burnside ring of a finite group.
Computing arithmetic invariants of 3-manifolds.
Computing immersed normal surfaces in the figure-eight knot complement.
Computing linking numbers of a filtration.
Computing triangulations of mapping tori of surface homeomorphisms.
Computing Turaev-Viro Invariants for 3-manifolds.