Mallorca Meeting 2-4 April 2008. Workplan MilestonesDeliverables M1.1Pilot tools and methods tested...
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Transcript of Mallorca Meeting 2-4 April 2008. Workplan MilestonesDeliverables M1.1Pilot tools and methods tested...
Mallorca Meeting 2-4 April 2008
Workplan
03/07Months
Case studies
WP3:
WP4:
WP5:
Meetings:
WP1:
Pattern dynamics
Resilience viability
Dissemi- nation
Manage- ment
M1.1 D1.1
M2.1
M3.2
D4.2
D3.1D3.2
D2.1D2.2
M3.1
M2.2WP2:
D4.1
Simplified dynamics Test pilot tool & method
Refined dynamics (POM)
Test tool & method on refined dynamics
Pilot tool & method
Pilot tool & method
Web site
Tool & method development
Tool & method development
Tool & method refinement
Tool & method refinement
M4.1 M4.2
M1.2
M4.3D4.3
D5.1
06/07 09/07 01/08 03/08 06/08 09/08 01/09 03/09 06/09 09/09 01/10
La Baule Venice Mallorca Leipzig ? ParisReport
Milestones Deliverables
M1.1 Pilot tools and methods tested on case study simplified dynamics
D1.1 Report on the case studies
M1.2 Case study refined dynamics completed D1.2 Computer models of the case studies with pattern dynamics and resilience
M2.1 Pilot tool and method for pattern dynamics completed D2.1 Report on the method and tool for computing pattern dynamics
M2.2 Refined tool and method for pattern dynamics completed D2.2 Software prototype of tool for computing pattern dynamics
M3.1 Pilot tool and method for computing resilience completed D3.1 Report on the method and tool for computing resilience
M3.2 Refined tool and method for computing resilience completed
D3.2 Software prototype of tool for computing resilience
M4.1 First version of integration D4.1 Web site
M4.2 User workshops completed D4.2 Training course material
M4.3 Training course completed D4.3 Handbook on integration (pattern resilience) and case studies
D5.1 Progress reports and meeting minutes
Milestones
Pilot tools and methods for pattern dynamicsSimExplorerMethods from physicsPOM
Pilot tools and methods for computing resilienceViability and resilience software (1st version)
Application of pilot tools and methods on simplified dynamicsdepends on case studies
Mallorca Meeting
Progress in application of pilot methods and tools on simplified dynamics
Begin to design the next versions of the models, and of the methods and tools.
Organise the work on the periodic report
Mid-term report
Time frame
1st Period covered: from 1st February 2007 to 31 July 2008 (Duration: 18 months)
Periodic reports should be submitted within 45 days following the end of the reporting period. ->Deadline: 15 September 2008.
The Commission staff will assess periodic activity reports within 45 days after reception
Reports
The periodic activity report The periodic management report The periodic report on the distribution of the
Community’s contribution (It shows the distribution of funds made by the coordinator to contractors during the reporting period)
Periodic activity report
Publishable executive summarySection 1: Project objectives and major
achievementsSection 2: Workpackage progress of the
periodSection 3: Consortium managementSection 4: Other issuesAnnex – Plan of using and disseminating
the knowledge
Periodic management report
Section 1 - Justification of major cost items and resources
Section 2 – Form C Financial statement per activity for the contractual reporting period, to be completed by each contractor
Section 3 – Summary financial report
Work during the meeting
Identify during the discussions the points we would like to stress in: the executive summaryworkpackage progress
Have a specific session about dissemination (book)
Resilience: a few reminders
Standard view of resilience
Dynamical system with a set of attractors
A1
A2
A3
More general resilience problem
Dynamical system with possibility of action Desired subset of state space (viability constraint set)
A1
A2
A3
Generalised attractor: viability kernel
Viability kernel: set of states from which there exists a policy of action maintaining the system inside the constraint set
A1
A2
A3
Generalised resilience Capture basin of viability kernel: all states from which there
exists a policy of action driving the system into the viability kernel in finite time. The system is resilient for perturbations driving it in this capture basin.
A1
A2
A3
Generalised resilience index Associate a cost to the restoration, computation of iso-cost lines
A1
A2
A3
16:00 – 16:45SimExplorerViabilityStochastic differential equations16:45 – 17:00 break17:00 – 18:30Language dynamicsBacteria dynamicsFlickr model