Draft
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The goal of the interface is to facilitate the transfer of information between one-loop programs (which we will call one-loop provider OLP) which provide one-loop matrix element and the program the does the integration over the phasespace (which we will call MC). | The goal of the interface is to facilitate the transfer of information between one-loop programs (which we will call one-loop provider OLP) which provide one-loop matrix element and the program the does the integration over the phasespace (which we will call MC). | ||
| - | == Model of the interaction between MC and | + | == Model of the interaction between MC and OLE == |
| - | The model of the interaction between the MC and | + | The model of the interaction between the MC and OLE assumes two phases which we will call "initialization" and "run time". |
| + | '''1. Initialization ''' | ||
| + | During this phase the MC sets up the OLE. This means setting up the parameters and fixing options that are offered by the OLP | ||
| + | * masses, width | ||
| + | * operating mode, for example which approximation (leading color, massless b's, ...) when different options are provided | ||
== Information that need to be exchanged == | == Information that need to be exchanged == | ||
Revision as of 16:52, 12 June 2009
This is a working draft for an interface between one-loop amplitude programs and monte carlo programs.
Goal of the interface
The goal of the interface is to facilitate the transfer of information between one-loop programs (which we will call one-loop provider OLP) which provide one-loop matrix element and the program the does the integration over the phasespace (which we will call MC).
Model of the interaction between MC and OLE
The model of the interaction between the MC and OLE assumes two phases which we will call "initialization" and "run time".
1. Initialization
During this phase the MC sets up the OLE. This means setting up the parameters and fixing options that are offered by the OLP
- masses, width
- operating mode, for example which approximation (leading color, massless b's, ...) when different options are provided
