summary:We estimate the characteristic rank of the canonical $k$–plane bundle over the oriented Grassmann manifold $\widetilde{G}_{n,k}$. We then use it to compute uniform upper bounds for the $\mathbb{Z}_2$–cup-length of $\widetilde{G}_{n,k}$ for $n$ belonging to certain intervals
Abstract. For a closed, orientable hyperbolic 3-manifold M and a homomor-phism φ: pi1(M) Z, that i...
summary:We compute the height of the third Stiefel--Whitney characteristic class of the canonical bu...
. In this paper we estimate xtn \Gamma S 3 (p; m) \Delta , the n-extent of various lens spaces...
summary:We estimate the characteristic rank of the canonical $k$–plane bundle over the oriented Gras...
summary:We estimate the characteristic rank of the canonical $k$–plane bundle over the oriented Gras...
Abstract. In the first part, this paper studies the characteris-tic rank of the canonical oriented k...
AbstractThis note calculates the height of the first Stiefel-Whitney class in the cohomology of the ...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:Motivated by the work of A.\,C. Naolekar and A.\,S. Thakur (2014) we introduce notions of up...
summary:We prove that for any positive integers $n_1,n_2,\ldots ,n_k$ there exists a real flag manif...
summary:We prove that for any positive integers $n_1,n_2,\ldots ,n_k$ there exists a real flag manif...
Received *****; accepted after revision +++++ Presented by We prove that the osculating rank of the ...
Abstract—We investigate the density of codes in the complex Grassmann manifolds GCn,p equipped with ...
Abstract. For a closed, orientable hyperbolic 3-manifold M and a homomor-phism φ: pi1(M) Z, that i...
summary:We compute the height of the third Stiefel--Whitney characteristic class of the canonical bu...
. In this paper we estimate xtn \Gamma S 3 (p; m) \Delta , the n-extent of various lens spaces...
summary:We estimate the characteristic rank of the canonical $k$–plane bundle over the oriented Gras...
summary:We estimate the characteristic rank of the canonical $k$–plane bundle over the oriented Gras...
Abstract. In the first part, this paper studies the characteris-tic rank of the canonical oriented k...
AbstractThis note calculates the height of the first Stiefel-Whitney class in the cohomology of the ...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:We use known results on the characteristic rank of the canonical $4$–plane bundle over the o...
summary:Motivated by the work of A.\,C. Naolekar and A.\,S. Thakur (2014) we introduce notions of up...
summary:We prove that for any positive integers $n_1,n_2,\ldots ,n_k$ there exists a real flag manif...
summary:We prove that for any positive integers $n_1,n_2,\ldots ,n_k$ there exists a real flag manif...
Received *****; accepted after revision +++++ Presented by We prove that the osculating rank of the ...
Abstract—We investigate the density of codes in the complex Grassmann manifolds GCn,p equipped with ...
Abstract. For a closed, orientable hyperbolic 3-manifold M and a homomor-phism φ: pi1(M) Z, that i...
summary:We compute the height of the third Stiefel--Whitney characteristic class of the canonical bu...
. In this paper we estimate xtn \Gamma S 3 (p; m) \Delta , the n-extent of various lens spaces...
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