A novel dendritic-like cell subset termed L-DC was recently identified in murine spleen based on marker expression of a homogeneous cell population derived from long-term culture of neonatal spleen. The function of L-DC is distinct from other splenic dendritic and myeloid cell subsets because of their high endocytic capacity and their ability to cross-present antigen to CD8(+) T cells. This pap...

In this paper, we study some properties of the near SR-compactnessin L-topological spaces, where L is a fuzzy lattice. The near SR-compactness isa kind of compactness between Lowen’s fuzzy compactness and SR-compactness,and it preserves desirable properties of compactness in general topologicalspaces.

This paper defines a generalized column subset selection problem which is concerned with the selection of a few columns from a source matrix A that best approximate the span of a target matrix B. The paper then proposes a fast greedy algorithm for solving this problem and draws connections to different problems that can be efficiently solved using the proposed algorithm. 1 Generalized Column Su...

the set T1 + T2 + T3 + . . . + Tn. Let K denote the set of all points X of M such that X can be joined to A by a connected subset of M which contains no point outside of C and let E denote the sum of the sets H and K. Let D denote the complementary domain of E which contains B and let L denote the boundary of D. Since K is2 a continuous curve and each Ti is3 a continuous curve, therefore, E is ...

Dendritic cells (DC) are known to develop from macrophage dendritic progenitors (MDP) in bone marrow (BM), which give rise to conventional (c)DC and monocytes, both dominant antigen presenting cell (APC) subsets in spleen. This laboratory has however defined a distinct dendritic-like cell subset in spleen (L-DC), which can also be derived in long-term cultures of spleen. In line with the restri...

We investigate the shellability of polyhedral join $\mathcal{Z}^*_M (K, L)$ simplicial complexes $K, M$ and a subcomplex $L \subset K$. give sufficient conditions necessary on $(K, for being shellable. In particular, we show that some pairs L)$, becomes shellable regardless whether $M$ is or not. Polyhedral joins can be applied to graph theory as independence complex certain generalized version...

Subset currents on hyperbolic groups were introduced by Kapovich and Nagnibeda as a generalization of geodesic groups, which Bonahon have been successfully studied in the case fundamental group <mml:...