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CheckMATE 2: From the model to the limit

Published 29 Nov 2016 in hep-ph | (1611.09856v2)

Abstract: We present the latest developments to the CheckMATE program that allows models of new physics to be easily tested against the recent LHC data. To achieve this goal, the core of CheckMATE now contains over 60 LHC analyses of which 12 are from the 13 TeV run. The main new feature is that CheckMATE 2 now integrates the Monte Carlo event generation via Madgraph and Pythia 8. This allows users to go directly from a SLHA file or UFO model to the result of whether a model is allowed or not. In addition, the integration of the event generation leads to a significant increase in the speed of the program. Many other improvements have also been made, including the possibility to now combine signal regions to give a total likelihood for a model.

Citations (248)

Summary

  • The paper introduces integrated Monte Carlo event generation, bypassing external tools for seamless model-to-simulation workflows.
  • It achieves a significant reduction in computational time, processing 10,000 events in 245 seconds without intermediate disk operations.
  • The tool broadens LHC analysis capabilities with over 60 analyses, enabling comprehensive testing of diverse new physics scenarios.

Insights on "CheckMATE 2: From the model to the limit"

The paper presents an extensive update of the \CheckMATE{} software, a tool tailored for high energy physics applications, particularly in testing new physics models against data from the Large Hadron Collider (LHC). The enhanced version, \CheckMATETwo{}, has made significant strides in terms of usability, computational efficiency, and the breadth of applicability.

Overview and Functionality

The primary advancement in \CheckMATETwo{} is the integration of Monte Carlo (MC) event generation directly with the program. This allows a seamless transition from a user-defined particle physics model, specified via \Slha{} or \Ufo{} files, to simulation outcomes, bypassing the need for external event generation tools. This integration leverages \Madgraph{} and \Pythia{} for the matrix element generation and event showering processes, respectively, negating the need to handle large intermediate event files—a notable enhancement over its predecessor.

Another significant feature is the inclusion of over 60 LHC analyses covering multiple LHC runs, including 13 TeV and prospective 14 TeV runs. This inclusion allows comprehensive testing and supports researchers in sweeping investigations on a wide array of scenarios beyond the Standard Model (BSM).

Numerical Results and Impact

Performance evaluations demonstrate a notable reduction in computational time, with single-process handling of 10,000 events taking approximately 245 seconds without the need for intermediate disk operations, compared to 340 seconds with \CheckMATE{} v1. Furthermore, scaling improvements become evident when testing thousands of models concurrently, where input/output operations represent a bottleneck in older iterations.

The thorough integration and simplification of testing workflows directly impact the theoretical particle physics community. By all accounts, this functionality ensures a broader adoption among theorists who may be less experienced with software development but require extensive model validation.

Application and Future Directions

On the application front, \CheckMATE{} allows for comprehensive cross-comparison of theoretical predictions against experimental data. It employs a conservative approach by introducing detailed likelihood calculations—including nuisance parameter profiling for systematic uncertainties. This robustness is crucial when evaluating constraints and statistical limits on new physics models, particularly those involving complex final state topologies not initially considered in simplified or benchmark scenarios.

The paper's discussion on future updates suggests enhancements, such as fast parameter scanning without direct MC generation, systematic correlation inclusion across signal regions, and multi-jet multiplicity handling. The implications of these enhancements potentially expand its reach further into broader areas of collider physics.

In conclusion, the improvements encapsulated in \CheckMATETwo{} represent significant progress in theoretical particle physics tool development. The paper not only sheds light on the enhanced capabilities of \CheckMATE{} but stands as a testament to the continuous effort to bridge model predictions with the ever-growing dataset from the LHC, contributing to more refined searches for new physics phenomena. As a research tool, its relevance and adoption are likely to expand with further technological and data-driven advancements at the LHC.

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