InfoTestSS: Information theory and Test Suite Selection

Lead Research Organisation: Brunel University London
Department Name: Computer Science

Abstract

Abstracts are not currently available in GtR for all funded research. This is normally because the abstract was not required at the time of proposal submission, but may be because it included sensitive information such as personal details.

Publications

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Clark D (2019) Normalised Squeeziness and Failed Error Propagation in Information Processing Letters

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Ibias A (2019) Using Squeeziness to test component-based systems defined as Finite State Machines in Information and Software Technology

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Menéndez HD (2019) Mimicking Anti-Viruses with Machine Learning and Entropy Profiles. in Entropy (Basel, Switzerland)

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Patel K (2019) A partial oracle for uniformity statistics in Software Quality Journal

 
Description Please see the Key Findings of EPSRC Grant EP/P005888/1
Exploitation Route Please see the Key Findings of EPSRC Grant EP/P005888/1
Sectors Aerospace

Defence and Marine

Digital/Communication/Information Technologies (including Software)

Financial Services

and Management Consultancy

Transport
 
Description Please see the Impact summary of EPSRC Grant EP/P005888/1
 
Title Normalised Squeeziness and Failed Error Propagation Data 
Description The data for all of the experiments that were described in "Normalised Squeeziness and Failed Error Propagation". 
Type Of Material Database/Collection of data 
Year Produced 2019 
Provided To Others? Yes  
URL https://figshare.shef.ac.uk/articles/dataset/Normalised_Squeeziness_and_Failed_Error_Propagation_Dat...
 
Title Normalised Squeeziness and Failed Error Propagation Data 
Description The data for all of the experiments that were described in "Normalised Squeeziness and Failed Error Propagation". 
Type Of Material Database/Collection of data 
Year Produced 2019 
Provided To Others? Yes  
URL https://figshare.shef.ac.uk/articles/dataset/Normalised_Squeeziness_and_Failed_Error_Propagation_Dat...