DOIAbstract
AbstractWe give a complete description of all order 1 invariants of spherical curves. We also identify the subspaces of all J-invariants and S-invariants, and present two equalities satisfied by any spherical curve
AbstractWe give a complete description of all order 1 invariants of spherical curves. We also identify the subspaces of all J-invariants and S-invariants, and present two equalities satisfied by any spherical curve
Abstract. Motivated by Arnold’s theory of invariants of plane curves, we in-troduce the semi-group o...
summary:We show that certain symmetries of maps imply the existence of their invariant curves
Mode of access: World Wide Web.Thesis (Ph. D.)--University of Hawaii at Manoa, 2004.Includes bibliog...
AbstractWe give a complete description of all order 1 invariants of spherical curves. We also identi...
AbstractWe give a complete description of all order 1 invariants of planar curves
We discuss the notion of the first order invariants in the sense of V.Vassiliev and its applications...
AbstractWe use a notion of chord diagrams to define their representations in Gauss diagrams of plane...
Abstract. We construct the infinite sequence of invariants for curves in surfaces by using word theo...
AbstractThe universal order 1 invariant fU of immersions of a closed orientable surface into R3, who...
. We use a notion of chord diagrams to define their representations in Gauss diagrams of plane curve...
Abstract. It was first pointed out by Weil [26] that we can use classical invariant theory to comput...
In 1964 Pommerenke introduced the notion of linear invariant family for locally injective analytic f...
AbstractWe define a complete set of conformal invariants for pairs of spheres in and obtain from th...
AbstractRecently, Arnold's St and J± invariants of generic planar curves have been generalized to th...
AbstractWe provide a solution to the important problem of constructing complete independent sets of ...
Abstract. Motivated by Arnold’s theory of invariants of plane curves, we in-troduce the semi-group o...
summary:We show that certain symmetries of maps imply the existence of their invariant curves
Mode of access: World Wide Web.Thesis (Ph. D.)--University of Hawaii at Manoa, 2004.Includes bibliog...
AbstractWe give a complete description of all order 1 invariants of spherical curves. We also identi...
AbstractWe give a complete description of all order 1 invariants of planar curves
We discuss the notion of the first order invariants in the sense of V.Vassiliev and its applications...
AbstractWe use a notion of chord diagrams to define their representations in Gauss diagrams of plane...
Abstract. We construct the infinite sequence of invariants for curves in surfaces by using word theo...
AbstractThe universal order 1 invariant fU of immersions of a closed orientable surface into R3, who...
. We use a notion of chord diagrams to define their representations in Gauss diagrams of plane curve...
Abstract. It was first pointed out by Weil [26] that we can use classical invariant theory to comput...
In 1964 Pommerenke introduced the notion of linear invariant family for locally injective analytic f...
AbstractWe define a complete set of conformal invariants for pairs of spheres in and obtain from th...
AbstractRecently, Arnold's St and J± invariants of generic planar curves have been generalized to th...
AbstractWe provide a solution to the important problem of constructing complete independent sets of ...
Abstract. Motivated by Arnold’s theory of invariants of plane curves, we in-troduce the semi-group o...
summary:We show that certain symmetries of maps imply the existence of their invariant curves
Mode of access: World Wide Web.Thesis (Ph. D.)--University of Hawaii at Manoa, 2004.Includes bibliog...
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