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- Emina I. Milovanovic, Igor Z. Milovanovic, Edin Dolicanin, E. Glogic
- Applied Mathematics and Computation
- 2016

- Emina I. Milovanovic, Igor Z. Milovanovic, Mile K. Stojcev
- CONPAR
- 1992

- Igor Z. Milovanovic, Emina I. Milovanovic, M. P. Bekakos
- Mathematical and Computer Modelling
- 2006

In this paper we present a procedure, based on data dependencies and space–time transformations of index space, to design a unidirectional linear systolic array (ULSA) for computing a matrix–vector product. The obtained array is optimal with respect to the number of processing elements (PEs) for a given problem size. The execution time of the array is the… (More)

- Ivan Z. Milentijevic, Igor Z. Milovanovic, Emina I. Milovanovic, Milorad B. Tosic, Mile K. Stojcev
- Journal of Systems Architecture
- 1998

- Igor Z. Milovanovic, M. P. Bekakos, I. N. Tselepis, Emina I. Milovanovic
- Int. J. Comput. Math.
- 2010

- Emina I. Milovanovic, Igor Z. Milovanovic
- Neural Parallel & Scientific Comp.
- 2005

- Emina I. Milovanovic, Igor Z. Milovanovic, M. P. Bekakos, I. N. Tselepis
- The Journal of Supercomputing
- 2006

In this paper a regular bidirectional linear systolic array (RBLSA) for computing all-pairs shortest paths of a given directed graph is designed. The obtained array is optimal with respect to a number of processing elements (PE) for a given problem size. The execution time of the array has been minimized. To obtain RBLSA with optimal number of PEs, the… (More)

- Emina I. Milovanovic, M. P. Bekakos, Igor Z. Milovanovic
- The Journal of Supercomputing
- 2008

In this paper, we consider the implementation of a product c=A b, where A is N 1×N 3 band matrix with bandwidth ω and b is a vector of size N 3×1, on bidirectional and unidirectional linear systolic arrays (BLSA and ULSA, respectively). We distinguish the cases when the matrix bandwidth ω is 1≤ω≤N 3 and N 3≤ω≤N 1+N 3−1. A modification of the systolic array… (More)

- E. M. Karanikolaou, Emina I. Milovanovic, Igor Z. Milovanovic, M. P. Bekakos
- The Journal of Supercomputing
- 2014

In this paper, the performance evaluation of distributed and many-core computer complexes, in conjunction with their consumed energy, is investigated. The distributed execution of a specific problem on an interconnected processors platform requires a larger amount of energy compared to the sequential execution. The primary reason is the inability to fully… (More)