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TrainingMethods.jl
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212 lines (187 loc) · 6.41 KB
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#
# Copyright (c) 2025 Andreas Hofmann
# Licensed under the MIT license. See LICENSE file in the project root for details.
#
using ChainRulesCore
using Optimisers
using LinearAlgebra
using PlotlyJS
include("TrainingManager.jl")
function prepareLossQuantities!(se::StepExecuter)
# set ODEProblem, specific to sample (u0, inputfunctions)
_ode_fun!(du,u,p,t) = se.penode_comp.penode_fun(du,u,p,t,se)
ode_function = ODEFunction(_ode_fun!)
# consider also daes
if !isnothing(se.penode_comp.penode_mass_matrix)
ode_function = ODEFunction(_ode_fun!;mass_matrix = se.penode_comp.penode_mass_matrix)
end
se.penode_comp.input_fun = getInputFunctions(se.sample,se.penode_comp.input_signals)
se.loss_comp.ode_prob = ODEProblem(ode_function,getStates(se.sample),(se.sample.t_start,se.sample.t_stop),se.p_flat)
# solve the system to get correct initialization, otherwise there is an issue with reversediff and return code of ode solution
begin
init_prob = remake(se.loss_comp.ode_prob,tspan=(se.sample.t_start,se.sample.t_start))
init_sol = solve(init_prob, se.sol_comp.solver)
se.loss_comp.ode_prob = remake(se.loss_comp.ode_prob, u0=init_sol.u[1])
end
return nothing
end
function executeStep(se::StepExecuter)
try
prepareLossQuantities!(se)
# set loss_function w.r.t. sample
loss_p(p) = se.loss_comp.loss_fun(p,se)
# calculate gradient and loss
grad = similar(se.p_flat)
se.grad_comp.grad_function!(grad,loss_p,se.p_flat)
sample_loss = loss_p(se.p_flat)
put!(se.comm_ch,(grad,sample_loss))
catch
put!(se.comm_ch,nothing)
end
nothing
end
function calculateLoss(se::StepExecuter)
try
prepareLossQuantities!(se)
# set loss_function w.r.t. sample
loss_p(p) = se.loss_comp.loss_fun(p,se)
sample_loss = loss_p(se.p_flat)
put!(se.comm_ch,sample_loss)
catch
put!(se.comm_ch,nothing)
end
nothing
end
function simulateModel(se::StepExecuter)
try
# not all steps from here are required, should split into prepareSolve and PrepareLoss or
prepareLossQuantities!(se)
# solve ODEProblem
_sol = solve(
se.loss_comp.ode_prob,
se.sol_comp.solver,
callback = se.sol_comp.callbacks,
saveat=collect(se.sample.t_start:se.loss_comp.sampling_rate:se.sample.t_stop),
abstol = se.sol_comp.abstol,
reltol = se.sol_comp.reltol,
maxiters = se.sol_comp.maxiters,
tstops = se.sol_comp.tstops
)
if se.sample isa Sample
put!(se.comm_ch,(_sol,se.sample.origin.name))
else
put!(se.comm_ch,(_sol,se.sample.name))
end
catch
put!(se.comm_ch,nothing)
end
nothing
end
function doStep(tm::TrainingManager)
_grad = zeros(length(tm.p_flat))
_loss = 0.0
sample = rand(tm.training_samples);
ch = Channel(1)
_se = StepExecuter(
sample,
tm.p_flat,
deepcopy(tm.penode_comp), # copy it since stepExecute will manipulate data here
deepcopy(tm.loss_comp), # copy it since stepExecute will create individual odeproblem for each sample
tm.grad_comp,
tm.sol_comp,
ch
)
executeStep(_se)
_se = nothing
sample_res = take!(ch)
if !isnothing(sample_res)
_grad = sample_res[1]
_loss = sample_res[2]
end
# update parameters
Optimisers.update!(tm.opt_comp.optimizer_state, tm.p_flat, _grad)
return _loss, _grad
end
function plotMeasurements(tm::TrainingManager, meas_set::Vector{Measurement}; plot_original_sim=false, sim_p::Union{Nothing, ComponentArray{Float64}} = nothing)
# no multithreading considerations for now
for meas in meas_set
ch = Channel(1)
_se = StepExecuter(
meas,
tm.p_flat,
deepcopy(tm.penode_comp),
deepcopy(tm.loss_comp),
tm.grad_comp,
tm.sol_comp,
ch
)
simulateModel(_se)
sol = take!(ch)
if isnothing(sol)
println("failed to simulate")
#continue
end
sol = sol[1] # 2nd element is name of measurement of origin of sample
ref_traces = []
sim_traces = []
for sig in tm.loss_comp.loss_signal_mapping
sig_name = sig[1]
sig_sim_idx = sig[2]
push!(ref_traces,scatter(;x=sol.t, y=meas.signals[sig_name].interpolation(sol.t), name="$(sig_name)"))
push!(sim_traces, scatter(; x=sol.t, y=sol[sig_sim_idx,:], name="sim_$(sig_name)"))
end
_plot = plot(Layout(title=meas.name))
display(_plot)
addtraces!(_plot,ref_traces...)
addtraces!(_plot,sim_traces...)
orig_sim_traces = []
if plot_original_sim
p_flat = similar(tm.p_flat)
if !isnothing(sim_p)
p_flat = sim_p
else
for i in 1:length(p_flat)
p_flat[i] = 0.0
end
end
_se.p_flat = p_flat
simulateModel(_se)
sol = take!(ch)
if isnothing(sol)
println("failed to calculate original sim")
continue
end
sol = sol[1] # # 2nd element is name of measurement of origin of sample
for sig in tm.loss_comp.loss_signal_mapping
sig_name = sig[1]
sig_sim_idx = sig[2]
push!(orig_sim_traces, scatter(; x=sol.t, y=sol[sig_sim_idx,:], name="orig_sim_$(sig_name)"))
end
addtraces!(_plot,orig_sim_traces...)
end
close(ch)
end
end
function simulateMeasurements(tm::TrainingManager, meas_set::Vector{Measurement};p_custom::Union{Nothing,ComponentArray}=nothing)
sol_array = Vector();
for meas in meas_set
ch = Channel(1)
_se = StepExecuter(
meas,
isnothing(p_custom) ? tm.p_flat : p_custom,
deepcopy(tm.penode_comp),
deepcopy(tm.loss_comp),
tm.grad_comp,
tm.sol_comp,
ch
)
simulateModel(_se)
sol = take!(ch)
if isnothing(sol)
println("failed to simulate")
continue
end
push!(sol_array,sol)
end
return sol_array
end