Rem Gensh
Newcastle University
12 Papers
34 Citations
Rem Gensh is an academic researcher from Newcastle University. The author has contributed to research in topics: Fault tolerance & Abstraction layer. The author has an hindex of 4, co-authored 12 publications.
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Papers
Order Graphs and Cross-Layer Parametric Significance-Driven Modelling
Aashur Rafiev,Fei Xia,Alexei Iliasov,Rem Gensh,Ali Aalsaud,Alexander Romanovsky,Alex Yakovlev +6 more
- 21 Jun 2015
TL;DR: Order Graphs (OGs) are presented, which have a clear hierarchical structure, and provide straightforward vertical zooming across multiple layers (orders) of model abstraction, resulting in the discovery of power-proportional cuts that run through different orders to be analysed together in a flat manner.
Architecting Holistic Fault Tolerance
Rem Gensh,Ashur Rafiev,Alexander Romanovsky,Alessandro Garcia,Fei Xia,Alex Yakovlev +5 more
- 01 Jan 2017
TL;DR: A Holistic Fault Tolerance architecture, based on a centralised fault tolerance management, with related functionality distributed across the entire system with advantages and possible implementation challenges are proposed and demonstrated by a real-world application.
On structuring holistic fault tolerance
Rem Gensh,Alexander Romanovsky,Alex Yakovlev +2 more
- 14 Mar 2016
TL;DR: A vision of structuring complex many-core systems by introducing a special component supporting system-wide fault tolerance coordination, which acts as a central module making decisions about fault tolerance strategies to be implemented by individual system components depending on the performance and energy requirements specified as system operating modes is proposed.
4
Power-proportional modelling fidelity
Ashur Rafiev,Fei Xia,Alexei Iliasov,Rem Gensh,Ali Aalsaud,Alexander Romanovsky,Alex Yakovlev +6 more
- 01 Jan 2015
TL;DR: Order Graphs (OGs), which have a clear hierarchical structure, but provide straightforward vertical zooming across multiple layers (orders) of model fidelity, resulting in the discovery of power-proportional cuts that run through different orders to be analysed together in a flat manner are presented.