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Commit dd619a95 authored by Bentriou Mahmoud's avatar Bentriou Mahmoud
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Fix of the segfault generated by the euclidean automaton test.

Julia shouldn't crash but rather raise an error about the existence
of a function generated by metaprogramming. I didn't manage to isolate
the segfault withtout the package.
To overcome the issue, I add another level of multiple dispatch/abstract
type for synchronized models.
Test of the euclidean distance automaton works.
parent e8d15bd4
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# Creation of the automaton types
lha_name = :EuclideanDistanceAutomaton
edge_type = :EdgeEuclideanDistanceAutomaton
@everywhere @eval abstract type $(edge_type) <: Edge end
@everywhere @eval $(MarkovProcesses.generate_code_lha_type_def(lha_name, edge_type))
function create_euclidean_distance_automaton(m::ContinuousTimeModel, timeline::AbstractVector{Float64}, observations::AbstractVector{Float64}, sym_obs::VariableModel)
# Requirements for the automaton
@assert sym_obs in m.g "$(sym_obs) is not observed."
@assert length(timeline) == length(observations) "Timeline and observations vectors don't have the same length"
nbr_observations = length(observations)
# Creation of the automaton types
# Automaton types and functions
model_name = Symbol(typeof(m))
lha_name = :EuclideanDistanceAutomaton
edge_type = :EdgeEuclideanDistanceAutomaton
check_constraints = Symbol("check_constraints_$(lha_name)")
update_state! = Symbol("update_state_$(lha_name)!")
@everywhere @eval abstract type $(edge_type) <: Edge end
@everywhere @eval $(MarkovProcesses.generate_code_lha_type_def(lha_name, edge_type))
# Locations
locations = [:l0, :l1, :l2]
......@@ -37,7 +42,6 @@ function create_euclidean_distance_automaton(m::ContinuousTimeModel, timeline::A
to_idx(var::Symbol) = map_var_automaton_idx[var]
id = MarkovProcesses.newid()
model_name = Symbol(typeof(m))
basename_func = "$(model_name)_$(id)"
edge_name(from_loc::Location, to_loc::Location, edge_number::Int) =
Symbol("Edge_$(lha_name)_$(basename_func)_$(from_loc)$(to_loc)_$(edge_number)")
......@@ -117,13 +121,12 @@ function create_euclidean_distance_automaton(m::ContinuousTimeModel, timeline::A
end
# Updating next_state!
@everywhere @eval $(MarkovProcesses.generate_code_synchronized_model_type_def(model_name, lha_name))
@everywhere @eval $(MarkovProcesses.generate_code_next_state(lha_name, edge_type, check_constraints, update_state!))
@everywhere @eval $(MarkovProcesses.generate_code_synchronized_simulation(lha_name, edge_type, m.f!, m.isabsorbing))
@everywhere @eval $(MarkovProcesses.generate_code_synchronized_simulation(model_name, lha_name, edge_type, m.f!, m.isabsorbing))
@eval begin
A = $(lha_name)($(m.transitions), $(locations), $(Λ_F), $(locations_init), $(locations_final),
$(map_var_automaton_idx), $(flow), $(map_edges), $(constants), $(m.map_var_idx))
end
A = EuclideanDistanceAutomaton(m.transitions, locations, Λ_F, locations_init, locations_final,
map_var_automaton_idx, flow, map_edges, constants, m.map_var_idx)
return A
end
......
......@@ -2,6 +2,7 @@
abstract type Model end
abstract type ContinuousTimeModel <: Model end
abstract type SynchronizedModel <: Model end
abstract type AbstractTrajectory end
abstract type LHA end
......@@ -67,9 +68,17 @@ mutable struct StateLHA
time::Float64
end
mutable struct SynchronizedModel <: Model
m::ContinuousTimeModel
automaton::LHA
function generate_code_synchronized_model_type_def(model_name::Symbol, lha_name::Symbol)
synchronized_model_name = Symbol("$(model_name)SynchronizedWith$(lha_name)")
return quote
mutable struct $(synchronized_model_name) <: SynchronizedModel
m::$(model_name)
automaton::$(lha_name)
end
Base.:*(m::$(model_name), A::$(lha_name)) = $(synchronized_model_name)(m, A)
Base.:*(A::$(lha_name), m::$(model_name)) = $(synchronized_model_name)(m, A)
end
end
struct SynchronizedTrajectory <: AbstractTrajectory
......@@ -122,9 +131,6 @@ LHA(A::LHA, map_var::Dict{VariableModel,Int}) =
getfield(Main, Symbol(typeof(A)))(A.transitions, A.locations, A.Λ, A.locations_init, A.locations_final,
A.map_var_automaton_idx, A.flow, A.map_edges, A.constants, map_var)
Base.:*(m::ContinuousTimeModel, A::LHA) = SynchronizedModel(m, A)
Base.:*(A::LHA, m::ContinuousTimeModel) = SynchronizedModel(m, A)
function ParametricModel(am::Model, priors::Tuple{ParameterModel,UnivariateDistribution}...)
m = get_proba_model(am)
params = ParameterModel[]
......
......@@ -66,7 +66,7 @@ function Base.copyto!(Sdest::StateLHA, Ssrc::StateLHA)
Sdest.A = Ssrc.A
Sdest.loc = Ssrc.loc
for i = eachindex(Sdest.values)
@inbounds Sdest.values[i] = Ssrc.values[i]
Sdest.values[i] = Ssrc.values[i]
end
Sdest.time = Ssrc.time
end
......@@ -96,7 +96,7 @@ function generate_code_next_state(lha_name::Symbol, edge_type::Symbol,
# A push! method implementend by myself because of preallocation of edge_candidates
function _push_edge!(edge_candidates::Vector{<:$(edge_type)}, edge::$(edge_type), nbr_candidates::Int)
if nbr_candidates < length(edge_candidates)
@inbounds edge_candidates[nbr_candidates+1] = edge
edge_candidates[nbr_candidates+1] = edge
else
push!(edge_candidates, edge)
end
......@@ -218,9 +218,9 @@ function generate_code_next_state(lha_name::Symbol, edge_type::Symbol,
end
# Now time flies according to the flow
for i in eachindex(values_state)
@inbounds coeff_deriv = flow[ptr_loc_state[1]][i]
coeff_deriv = flow[ptr_loc_state[1]][i]
if coeff_deriv > 0
@inbounds values_state[i] += coeff_deriv*(tnplus1 - ptr_time_state[1])
values_state[i] += coeff_deriv*(tnplus1 - ptr_time_state[1])
end
end
ptr_time_state[1] = tnplus1
......
......@@ -4,30 +4,30 @@ import Distributions: insupport, pdf
function _resize_trajectory!(values::Vector{Vector{Int}}, times::Vector{Float64},
transitions::Vector{Transition}, size::Int)
for i = eachindex(values) resize!(@inbounds(values[i]), size) end
for i = eachindex(values) resize!((values[i]), size) end
resize!(times, size)
resize!(transitions, size)
end
function _finish_bounded_trajectory!(values::Vector{Vector{Int}}, times::Vector{Float64},
transitions::Vector{Transition}, time_bound::Float64)
for i = eachindex(values) push!(@inbounds(values[i]), @inbounds(values[i][end])) end
for i = eachindex(values) push!((values[i]), (values[i][end])) end
push!(times, time_bound)
push!(transitions, nothing)
end
function _update_values!(values::Vector{Vector{Int}}, times::Vector{Float64}, transitions::Vector{Transition},
xn::Vector{Int}, tn::Float64, tr_n::Transition, idx::Int)
for k = eachindex(values) @inbounds(values[k][idx] = xn[k]) end
@inbounds(times[idx] = tn)
@inbounds(transitions[idx] = tr_n)
for k = eachindex(values) values[k][idx] = xn[k] end
(times[idx] = tn)
(transitions[idx] = tr_n)
end
function generate_code_simulation(model_name::Symbol, f!::Symbol, isabsorbing::Symbol)
return quote
import MarkovProcesses: simulate
"""
`simulate(m)`
......@@ -132,34 +132,13 @@ function generate_code_simulation(model_name::Symbol, f!::Symbol, isabsorbing::S
end
end
function simulate(product::SynchronizedModel;
p::Union{Nothing,AbstractVector{Float64}} = nothing, verbose::Bool = false)
m = getfield(product, :m)
A = getfield(product, :automaton)
p_sim = getfield(m, :p)
if p != nothing
p_sim = p
end
return simulate(m, A, product, p_sim, verbose)
end
function volatile_simulate(product::SynchronizedModel;
p::Union{Nothing,AbstractVector{Float64}} = nothing, verbose::Bool = false)
m = product.m
A = product.automaton
p_sim = getfield(m, :p)
if p != nothing
p_sim = p
end
return volatile_simulate(m, A, p_sim, verbose)
end
function generate_code_synchronized_simulation(lha_name::Symbol, edge_type::Symbol, f!::Symbol, isabsorbing::Symbol)
function generate_code_synchronized_simulation(model_name::Symbol, lha_name::Symbol,
edge_type::Symbol, f!::Symbol, isabsorbing::Symbol)
return quote
import MarkovProcesses: simulate, volatile_simulate
function simulate(m::ContinuousTimeModel, A::$(lha_name), product::SynchronizedModel,
function simulate(m::$(model_name), A::$(lha_name), product::SynchronizedModel,
p_sim::AbstractVector{Float64}, verbose::Bool)
x0 = getfield(m, :x0)
t0 = getfield(m, :t0)
......@@ -293,14 +272,7 @@ function generate_code_synchronized_simulation(lha_name::Symbol, edge_type::Symb
return SynchronizedTrajectory(S, product, values, times, transitions)
end
"""
`volatile_simulate(sm::SynchronizedModel; p, verbose)`
Simulates a model synchronized with an automaton but does not store the values of the simulation
in order to improve performance.
It returns the last state of the simulation `S::StateLHA` not a trajectory `σ::SynchronizedTrajectory`.
"""
function volatile_simulate(m::ContinuousTimeModel, A::$(lha_name), p_sim::AbstractVector{Float64}, verbose::Bool)
function volatile_simulate(m::$(model_name), A::$(lha_name), p_sim::AbstractVector{Float64}, verbose::Bool)
x0 = getfield(m, :x0)
t0 = getfield(m, :t0)
time_bound = getfield(m, :time_bound)
......@@ -360,6 +332,38 @@ function generate_code_synchronized_simulation(lha_name::Symbol, edge_type::Symb
end
end
"""
`volatile_simulate(sm::SynchronizedModel; p, verbose)`
Simulates a model synchronized with an automaton but does not store the values of the simulation
in order to improve performance.
It returns the last state of the simulation `S::StateLHA` not a trajectory `σ::SynchronizedTrajectory`.
"""
function volatile_simulate(product::SynchronizedModel;
p::Union{Nothing,AbstractVector{Float64}} = nothing, verbose::Bool = false)
m = product.m
A = product.automaton
p_sim = getfield(m, :p)
if p != nothing
p_sim = p
end
S = volatile_simulate(m, A, p_sim, verbose)
return S
end
function simulate(product::SynchronizedModel;
p::Union{Nothing,AbstractVector{Float64}} = nothing, verbose::Bool = false)
m = getfield(product, :m)
A = getfield(product, :automaton)
p_sim = getfield(m, :p)
if p != nothing
p_sim = p
end
σ = simulate(m, A, product, p_sim, verbose)
return σ
end
"""
`simulate(pm::ParametricModel, p_prior::AbstractVector{Float64})
......@@ -384,7 +388,7 @@ function volatile_simulate(pm::ParametricModel, p_prior::AbstractVector{Float64}
epsilon::Float64)
@assert typeof(pm.m) <: SynchronizedModel
# ABC related automata
if pm.m.name in ["ABC euclidean distance"]
if typeof(pm.m.A) in <: EuclideanDistanceABCAutomaton
nothing
end
full_p = copy(get_proba_model(pm).p)
......@@ -446,7 +450,7 @@ end
number_simulations_smc_chernoff(approx::Float64, conf::Float64) = log(2/(1-conf)) / (2*approx^2)
function smc_chernoff(sm::SynchronizedModel; approx::Float64 = 0.01, confidence::Float64 = 0.99)
@assert sm.automaton.name in ["F property", "G property", "G and F property"]
@assert typeof(sm.automaton) <: Union{AutomatonF,AutomatonG,AutomatonGandF}
nbr_sim = number_simulations_smc_chernoff(approx, confidence)
nbr_sim = convert(Int, trunc(nbr_sim)+1)
return probability_var_value_lha(sm, nbr_sim)
......
......@@ -210,7 +210,7 @@ function Base.show(io::IO, σ::SynchronizedTrajectory)
print(io, "End LHA state:\n")
print(io, σ.state_lha_end)
print(io, "\n")
print(io, "- Model name: $(σ.m.name) \n")
print(io, "- Model: $(typeof(σ.m)) \n")
print(io, "- Variable trajectories:\n")
for obs_var in σ.m.g
print(io, "* $obs_var: $(σ[obs_var])\n")
......
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