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Gustavo Goretkin
@goretkin

So assuming that something like LazySet2 (but with a better name) is the right solution (I am not sure), then there is still a need to encode the information that is encoded by the type hierarchy now, e.g.

abstract type AbstractAffineMap{N, S<:LazySet{N}} <: LazySet{N} end

and

struct LinearMap{N<:Real, S<:LazySet{N}, NM, MAT<:AbstractMatrix{NM}} <: AbstractAffineMap{N, S}

Gustavo Goretkin
@goretkin
I mentioned them before. The only solution to this is "traits". In fact, if plot recipes used traits, then you probably don't even need LazySets. I'm not sure if LazySets.jl uses anything traits-like already. I (and lots of other julia people) use "traits" specifically to mean things that can control dispatch. So
isoperationtype(::Type{<:AbstractAffineMap}) = true is not a trait by this definition, since julia can't dispatch on true or false. But it can, however, dispatch on Val{true} and Val{false} (and for that matter, Val{true}() and Val{false}() as well)
Gustavo Goretkin
@goretkin
Marcelo Forets
@mforets
:thumbsup: LazySets does not use traits, but we have planned to do so for extending the type hierarchy with sets representations which are not convex
Marcelo Forets
@mforets
what is a good way to write a list of equations with documenter?
it uses aligned
Marcelo Forets
@mforets
Christian Schilling
@schillic
:+1:
Marcelo Forets
@mforets
FYI yesterday I added some mathematical details on LGG09 algorithm : https://juliareach.github.io/ReachabilityAnalysis.jl/dev/lib/algorithms/LGG09/#Homogeneous-case-1
Marcelo Forets
@mforets
Christian Schilling
@schillic
:+1:
Peng Yu
@yupbank
image.png
hello firends, wondering if i get some help around understanding this operation
Marcelo Forets
@mforets
hi
Peng Yu
@yupbank

For a discrete set GRnG \subset \mathbb{R}^n .
It is testing condition: zG\forall z \in G if zz spans a ray of cone(G)\operatorname{cone}(G).

Isn't it always true for all elements of GG ?

Marcelo Forets
@mforets
im not familiar with all the details of the paper (i think we have it referenced in a LazySets issue, but the method hasn't been implemented)
i see that line 8 comes from applying Proposition 4.3
what is ξ(x)\xi(x) by the way
it is the subset of GG that sums to xx
Peng Yu
@yupbank
yeah, in the every first iteration, it would be \emptyset
it’s picking yx+Gy \in x+G and then test yxy-x, which can be simiplified into zG z \in G and then test zz
Christian Schilling
@schillic
Marcelo Forets
@mforets
interesting, thx
. The ultimate goal is to scale up to large NeuralODE controllers for complicated CPS or biological tasks
i think there are some Julia people interested in these topics
Marcelo Forets
@mforets
theyseem to consider only singleton initial conditions?
Christian Schilling
@schillic
i haven't checked it. could be
Marcelo Forets
@mforets
nice thing is that we have almost every model in the benchmark already in Julia
Christian Schilling
@schillic
:)
Marcelo Forets
@mforets
r: initial radius in each dimension
that should be the specification of X0 around the points in the Appendix
im surprised that some of the results of Flow* are so coarse
Screenshot from 2020-12-18 08-30-04.png
that's what i get for the Brusselator example in their setting
Christian Schilling
@schillic
with Flow*?
Marcelo Forets
@mforets
with JuliaReach
but i mean, compare it with
Screenshot from 2020-12-18 08-32-08.png
maybe the parameter choices for the other tools were not good .. :)
Christian Schilling
@schillic
yeah
Marcelo Forets
@mforets
we should write a blog, or a short video showing benchmarks like the one above (fun for next year!)
Marcelo Forets
@mforets
i added the brusselator instance from the paper JuliaReach/ReachabilityAnalysis.jl#386
Marcelo Forets
@mforets
some people have changed the CI to github actions
i read the builds were faster. i was wondering if we should also change
Marcelo Forets
@mforets
ill try with RA
the build (JuliaReach/ReachabilityAnalysis.jl#386) took 1hour and the docs are still not deployed!
Christian Schilling
@schillic
:)