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pactole
coq-pactole
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5dac5ce5
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5dac5ce5
authored
8 months ago
by
Pierre Courtieu
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Detailing case studies in REDAME.
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@@ -42,28 +42,54 @@ compilation of the case study.
Here is a list of the current case studies:
-
Convergence/: Convergence of robots in the 2D Euclidean plane
-
[
Algorithm_noB.v
](
CaseStudies/Convergence/Algorithm_noB.v
)
-
Impossibility_2G_1B.v
-
Gathering/: Gathering in R or R² for various models
-
Impossibility.v:
-
Definitions.v: Common definitions about the gathering problem
-
WithMultiplicity.v
-
InR/ case studies for the gathering on the enclidean line
-
Impossibility.v
-
Algorithm.v
-
InR2/ case studies for the gathering on the enclidean plane
-
Peleg.v
-
Viglietta.v
-
FSyncFlexNoMultAlgorithm.v
-
Algorithm.v
-
Algorithm_Assumptions.v
-
Exploration/: Exploration of a ring with stop
-
ImpossibilityKDividesN.v
-
ExplorationDefs.v
-
Tower.v
-
LifeLine/: Life line connection in the 2D Euclidean plane
-
Algorithm.v
-
[
Convergence/
](
Casestudy/Convergence
)
:
-
[
Algorithm_noB.v
](
CaseStudies/Convergence/Algorithm_noB.v
)
:
Convergence without byzantine robots on the euclidean plane.
-
[
Impossibility_2G_1B.v
](
CaseStudies/Convergence/Impossibility_2G_1B.v
)
:
Impossibility of convergence on the line when 1/3 of robots are
byzantine. Auger, Bouzid, Courtieu, Tixeuil, Urbain. Certified
Impossibility Results for Byzantine-Tolerant Mobile Robots. SSS
2013.
-
[
Gathering/
](
CaseStudies/Gathering
)
: Gathering in R or R² for
various models
-
[
Impossibility.v
](
CaseStudies/Gathering/Impossibility.v
)
:
Impossibility of gathering in SSYNC.
-
[
Definitions.v
](
CaseStudies/Gathering/Definitions.v
)
: Common
definitions about the gathering problem.
-
[
WithMultiplicity.v
](
CaseStudies/Gathering/WithMultiplicity.v
)
:
Common definition on gathering when robot enjoy strong
multiplicity detection.
-
[
InR/
](
CaseStudies/Gathering/InR
)
case studies for the gathering
on the enclidean line
-
[
Impossibility.v
](
CaseStudies/Gathering/InR/Impossibility.v
)
:
Impossibility of gathering on the line in SSYNC.
-
[
Algorithm.v
](
CaseStudies/Gathering/InR/Algorithm.v
)
: Gathering
one the line in SSYNC with strong multiplicity detection, from
non bivalent configurations.
-
[
InR2/
](
CaseStudies/Gathering/InR2
)
case studies for the gathering
on the enclidean plane
-
[
Peleg.v
](
CaseStudies/Gathering/InR2/Peleg.v
)
:
Formalization of a protocol for gathering with lights due to Peleg.
-
[
Viglietta.v
](
CaseStudies/Gathering/InR2/Viglietta.v
)
:
Formalization of a protocol for gathering with lights due to Viglietta.
-
[
FSyncFlexNoMultAlgorithm.v
](
CaseStudies/Gathering/InR2/FSyncFlexNoMultAlgorithm.v
)
:
Gathering in FSYNC and non rigid moves with weak mutliplicity detection.
-
[
Algorithm.v
](
CaseStudies/Gathering/InR2/Algorithm.v
)
:
Gathering in R2 in SSYNC with strong multiplicity detection, from
non bivalent configurations.
-
[
Exploration/
](
CaseStudies/Exploration
)
: Exploration of a ring with stop
-
[
ImpossibilityKDividesN.v
](
CaseStudies/Exploration/ImpossibilityKDividesN.v
)
:
Impossibility of exploration of a ring when the number of robots
divides the number of nodes.
-
[
ExplorationDefs.v
](
CaseStudies/Exploration/ExplorationDefs.v
)
:
Common definitions on exploration.
-
[
Tower.v
](
CaseStudies/Exploration/Tower.v
)
:
???
-
[
LifeLine/
](
CaseStudies/LifeLine
)
: Life line connection in the 2D Euclidean plane
-
[
Algorithm.v
](
CaseStudies/LifeLineAlgorithm.v
)
:
Connection maintenance protocol on R2.
# Other Related Ressources
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