the neighboring pixel with the highest pheromone concentration to uphill-chemical ;; turtle procedure flatten-world wiggle. ;; sniff left and right, and go where the ...
Trail Formation in Ants CS790R Instructor: Rene Doursat Presenter: Kai Xu
Overview
Ants in the Field Biological Mechanism Rules Trail Formation in the Laboratory Behavior Model of Individual Ants
Trail Following Trail Laying U-Turns Binary Choice More General, multiple choices
Testing the model Conclusion
Ants - Highly organized/Smart Finding shortest path between food and nest Choose richer food source first Find shortest path to avoid obstacles
Highly organized - I Finding shortest path between food and nest
Highly organized - II
Choose richer food source first
Highly organized - III
Find shortest path to avoid obstacles
Question: How
does the ant trail form?
communication? Group/individual behaviors?
What
is the rule(s)?
Biological Mechanism
Rules: Condition:
Action:
Not carrying food not on pheromone trail
walk randomly lay home-direction pheromone
Not carrying food on pheromone trail
follow pheromone trail lay more pheromone
Reach home without food on pheromone trail
turn around follow trail in opposite direction
Reach food
pick up food turn around follow trail in opposite direction
Carrying food
follow trail lay more pheromone
Reach home with food
deposit food turn around follow trail in opposite direction
Simplified Rules: Condition:
Walk:
Mark Ground With:
Not carrying food
on food-direction trail, or randomly otherwise
Do nothing
Carrying food
on home-direction trail
food-direction pheromone
Trail Formation in the Laboratory
Why simulate in laboratory Spend
to much time on experiment Random inferring factors
Behavior of Individual Ants
Basic behaviors Trail
laying Trail following U-Turns Binary Choice Multiple choices
Trail following Prefer
stronger pheromone trails
In experiment, Up-hill moving, moving toward the neighboring pixel with the highest pheromone concentration
to uphill-chemical ;; turtle procedure flatten-world wiggle ;; sniff left and right, and go where the strongest smell is let scent-ahead chemical-of patch-ahead 1 let scent-right chemical-of patch-right-and-ahead 45 1 let scent-left chemical-of patch-left-and-ahead 45 1 if ((scent-right > scent-ahead) or (scent-left > scent-ahead)) [ ifelse (scent-right > scent-left) [ rt 45 ] [ lt 45 ] ] end
Trail laying When not carrying food, walk randomly If reach food, pick up food, turn around follow trail in opposite direction Carrying food, follow trail and lay pheromone
to return-to-nest ;; turtle procedure ifelse (wall > 0) [ rt 180 fd 1 ] [ ifelse nest? ;; if ant is in the nest, it drops food and heads out again [ set carrying-food? false rt 180 fd 1 ] [ set chemical (chemical + drop-size) ;; drop some chemical, but the amo set drop-size (drop-size - 1.5) if (drop-size < 1) [set drop-size 1] uphill-nest-scent ;; head toward the greatest value of nest-scent wiggle ;; which is toward the nest fd 1 ] ]
U-Turns Two
Hypothesis
Case1: the pheromone keeps decreasing on the trail Case2: on the bridge leading to an unattractive orientation
Model
where
P0 P= 1 + αC
C: pheromone concentration α: weight for trail following; P0: initial likelihood for U-Turn
Binary Choice Equation
(Beckers, 1993 ):
(k + C L ) n PL = (k + C L ) n + (k + C R ) n (k + C R ) n PR = (k + C L ) n + (k + C R ) n For
L. niger ants, n=2, k=6
Analysis of steady state
dCi = qiφPi − fC i dt where q is the amount of pheromone Ф is the flux of ants f is inverse of mean lifetime. C is concentrations of trail pheromone
Two steady states qφ C1 = C 2 = 2f
qφ qφ 2 2 C1 = ± ( ) − k and 2f 2f
2
k C2 = C1
More General, multiple choices Pi =
(k + Ci ) n m
n ( k + C ) ∑ i j =1
Testing the model Two
identical Food Sources Non-identical Sources Significance of the Number of Food Sources
Two identical Food Sources
Two identical Food Sources Cont.
Two identical Food Sources Cont.
Two unequal Food Sources
Two unequal Food Sources Cont.
Discussion
Complex group behaviors from simple individual rules No
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