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Function spaces rilated to homogeneous spaces
we offer a L^i module construction to L^1(G/H)
LT codes with block duplication and ring type constellation for unequal error protection
The next space super-power
ON THE CAPACITY OF EILENBERG-MACLANE AND MOORE SPACES
(see [13], [11], [10]). In this
paper, we compute the capacity of some special spaces exactly.
We show that the capacity of Moore spaces M(A, n) and EilenbergMacLane spaces K(G, n) is exactly the number of direct summands
of A ans G...
Analysis the Role of open spaces on enhancing Quality of Life in Mashhad city, Iran
Significant research supports the notion that urban open spaces offer health benefits as a parameter for
QOL to city residents through exposure to a natural environment. \\"Open space is land or water area with its surface open to the sky...
Doubling metric spaces are characterized by a lemma of Benjamini and Schramm
Construction of nearly orthogonal Latin hypercube designs
Multi-Receiver Dense Coding in High-Dimensional Hilbert Spaces
An N-receiver quantum dense coding scheme, in the case of high-dimensional Hilbert spaces, are investigated in this paper. A sender can send his messages to many receivers simultaneously....
Characterizations of fragmentability and sigma fragmentability
ABSTRACT.The notion of fragmentability of a topological space is appeared in a paper of Jayne and Rogers. It turned out that this
notion have interesting connection with other properties of Banach
spaces, and attracted the attention...
Function spaces and time-frequency analysis: Prerequisites
In this talk the preliminaries for studying some of the famous function sapces in the context of time-frequency analysis are reviewed. First, the space of test function and distributions are defined and some familiar operations of the calculus...