Search results for "Cluster computing"
showing 10 items of 120 documents
"Table 27" of "Tuning and test of fragmentation models based on identified particles and precision event shape data."
1996
Differential 2-jet rate for the Durham Algorithm. Corrected to final state particles. YCUT is the jet finding cutt-off parameter.
Online Scheduling of Task Graphs on Heterogeneous Platforms
2020
Modern computing platforms commonly include accelerators. We target the problem of scheduling applications modeled as task graphs on hybrid platforms made of two types of resources, such as CPUs and GPUs. We consider that task graphs are uncovered dynamically, and that the scheduler has information only on the available tasks, i.e., tasks whose predecessors have all been completed. Each task can be processed by either a CPU or a GPU, and the corresponding processing times are known. Our study extends a previous $4\sqrt{m/k}$ 4 m / k -competitive online algorithm by Amaris et al. [1] , where $m$ m is the number of CPUs and $k$ k the number of GPUs ( $m\geq k$ m ≥ k ). We prove that no online…
Performance analysis of optical imaging systems based on the fractional fourier transform
1998
Some image quality parameters, such as the Strehl ratio and the optical transfer function, are analysed in the generalized phase-space, or x-p domain, of the fractional Fourier transform associated with a modified one-dimensional pupil function. Some experimental results together with computer simulations are performed which illustrate the tolerance to defocus of different apertures.
"Table 14" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.
"Table 21" of "Measurement of event shape and inclusive distributions at s**(1/2) = 130-GeV and 136-GeV."
1997
4-jet rate for the Durham Algorithm.
"Table 31" of "Tuning and test of fragmentation models based on identified particles and precision event shape data."
1996
Differential 4-jet rate for the Durham Algorithm. Corrected to final state particles. YCUT is the jet finding cutt-off parameter.
"Table 22" of "Measurement of event shape and inclusive distributions at s**(1/2) = 130-GeV and 136-GeV."
1997
5-jet rate for the Durham Algorithm.
"Table 13" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.
"Table 15" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.
"Table 16" of "Studies of quantum chromodynamics with the ALEPH detector"
1997
Measure n-jet rates using the Durham cluster algorithm as a function of thejet-resolution parameter YCUT.