Add to ORKGRecently S. Mardešić and the author considered iterated limits in the compact case. Using ANR-resolutions, they also generalized their results to non-compact spaces. This paper gives an analogous polyhedral result in the general case. More precisely, for a given resolution of a topological space, polyhedral resolutions of its terms are constructed in a way that one can organize them naturally to obtain a polyhedral resolution of the same space
AbstractIn this paper, by using the Lusternik–Schnirelmann category, we obtain a multiplicity result...
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
It is proved in [1],[2] that in odd dimensional spaces any uniform decay of the local energy implie...
Recently S. Mardešić and the author considered iterated limits in the compact case. Using ANR-resolu...
The notion of shape fibration between compact metric spaces was introduced by S. Mardesic and T. B. ...
AbstractIt is shown that a nonmetrizable ANR-space of weight τ>ω, admitting a group structure, is (t...
AbstractLet a compact Hausdorff space X be the limit of a cofinite inverse system of compact Hausdor...
AbstractIn shape theory one associates with compact Hausdorff spaces X limits p:X→X of inverse syste...
AbstractIt was observed in [Recent Progress in General Topology, North-Holland, 1992, pp. 637–757] t...
With every topological space X is associated its Čech system C(X)=(|N(U)|, [pUV], Cov(X)). It is wel...
AbstractLet A be an n×n real matrix, and K⊂Rn be a closed convex cone. The spectrum of A relative to...
In a previous paper the author has associated with every inverse system of compact CW-complexes X wi...
AbstractWe prove an existence result for solutions of nonlinear elliptic unilateral problems having ...
We prove the following theorem. Theorem. Let X be a nonempty compact metrizable space, let l1≤ l2≤ ...
AbstractGiven a non-degenerate Peano continuum X, a dimension function D:2∗X→[0,∞] defined on the fa...
AbstractIn this paper, by using the Lusternik–Schnirelmann category, we obtain a multiplicity result...
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
It is proved in [1],[2] that in odd dimensional spaces any uniform decay of the local energy implie...
Recently S. Mardešić and the author considered iterated limits in the compact case. Using ANR-resolu...
The notion of shape fibration between compact metric spaces was introduced by S. Mardesic and T. B. ...
AbstractIt is shown that a nonmetrizable ANR-space of weight τ>ω, admitting a group structure, is (t...
AbstractLet a compact Hausdorff space X be the limit of a cofinite inverse system of compact Hausdor...
AbstractIn shape theory one associates with compact Hausdorff spaces X limits p:X→X of inverse syste...
AbstractIt was observed in [Recent Progress in General Topology, North-Holland, 1992, pp. 637–757] t...
With every topological space X is associated its Čech system C(X)=(|N(U)|, [pUV], Cov(X)). It is wel...
AbstractLet A be an n×n real matrix, and K⊂Rn be a closed convex cone. The spectrum of A relative to...
In a previous paper the author has associated with every inverse system of compact CW-complexes X wi...
AbstractWe prove an existence result for solutions of nonlinear elliptic unilateral problems having ...
We prove the following theorem. Theorem. Let X be a nonempty compact metrizable space, let l1≤ l2≤ ...
AbstractGiven a non-degenerate Peano continuum X, a dimension function D:2∗X→[0,∞] defined on the fa...
AbstractIn this paper, by using the Lusternik–Schnirelmann category, we obtain a multiplicity result...
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
It is proved in [1],[2] that in odd dimensional spaces any uniform decay of the local energy implie...