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- the eduGAIN-CSIRT Security Officer.Senior , that will be nominated by the GEANT project.
- At the time of the establishment of the eduGAIN-CSIRT the eduGAIN Participants will be invited to propose members of the eduGAIN-CSIRT. The proposed members must be senior security professionals from research and education IT infrastructures. The proposals will be reviewed for acceptance by the eduGAIN Security Officers.
- An eduGAIN Participant can always propose a new member of so designated by the eduGAIN-CSIRT Security Officer. The designation process proposal will be based on the principles of fair representation of the federations and the research and education infrastructures, regional coverage and proven IT security skillsreviewed for acceptance by the eduGAIN Security Officers according to the actual needs of the eduGAIN-CSIRT.
- Each member of the eduGAIN-CSIRT will be funded by the respective organization either through the GEANT project, or direct funding.
- Invited members: GEANT CERT Security Officer. Others?
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The Chair of eduGAIN-CSIRT is the Security Officer.
Duties and responsibilities
The duties and responsibilities of the Chair include:
Scheduling and running eduGAIN-CSIRT meetings and ensuring that minutes are taken and published.
- Ensuring all discussion items end with a decision, action or definite outcome.
- Inviting specialists to attend meetings when required according to the eduGAIN-CSIRT agenda.
- Acting as general point of contact for eduGAIN-CSIRT.
Ensuring that documents produced are presented for approval and adoption and that once approved these are published and made available.
Ensuring that eduGAIN-CSIRT meets the various demands placed on it to produce and maintain policy, procedure and best practice. This will include negotiation with eSG, members of the CSIRT, and other stakeholders to agree priorities and timelines commensurate with the effort available to the Group.
Reporting to the the eSG as appropriate.
The duties and responsibilities of the members include:
Term of Office
The Term of Office is unlimited.
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