Hierarchical Models with eXMC
Section
# CPU only — no GPU required
System.put_env("EXLA_CPU_ONLY", "true")
System.put_env("CUDA_VISIBLE_DEVICES", "")
Mix.install([
{:exmc, path: Path.expand("../", __DIR__)},
{:exla, "~> 0.10"},
{:kino_vega_lite, "~> 0.1"}
])
Application.put_env(:exla, :clients, host: [platform: :host])
Application.put_env(:exla, :default_client, :host)
Nx.default_backend(Nx.BinaryBackend)
Nx.Defn.default_options(compiler: EXLA, client: :host)
:ok
Why This Matters
You have eight schools. Each ran the same program. Each measured an effect. School A saw +28 points. School G saw -1. Do you report each school’s number individually? Average them? Neither is right.
Reporting individually ignores that the schools are similar — they ran the same program. Averaging ignores that the schools are different — they have different students, teachers, and contexts. You need both: a model that learns from each school while borrowing strength from all of them.
That’s a hierarchical model. Partial pooling. The small school with 15 students borrows information from the large school with 500. The result is better than either the individual estimate or the grand mean — for every school. This is not a statistical trick. It is Bayes’ theorem applied to structured data, and it is the single most useful model in applied statistics.
Building a Hierarchical Model
Hierarchical models have parameters that depend on other parameters. eXMC uses string references to express these dependencies.
alias Exmc.{Builder, Sampler}
ir = Builder.new_ir()
# Hyperpriors
ir = Builder.rv(ir, "mu_group", Exmc.Dist.Normal, %{mu: Nx.tensor(0.0), sigma: Nx.tensor(10.0)})
ir = Builder.rv(ir, "sigma_group", Exmc.Dist.HalfNormal, %{sigma: Nx.tensor(5.0)}, transform: :log)
# Group-level parameter depends on hyperpriors via string refs
ir = Builder.rv(ir, "alpha", Exmc.Dist.Normal, %{mu: "mu_group", sigma: "sigma_group"})
# Observation
data = Nx.tensor([4.1, 3.8, 4.5, 4.2, 3.9])
ir = Builder.rv(ir, "y", Exmc.Dist.Normal, %{mu: "alpha", sigma: Nx.tensor(0.5)})
ir = Builder.obs(ir, "y_obs", "y", data)
ir
%Exmc.IR{
nodes: %{
"alpha" => %Exmc.Node{
id: "alpha",
op: {:rv, Exmc.Dist.Normal, %{mu: "mu_group", sigma: "sigma_group"}},
deps: ["mu_group", "sigma_group"],
shape: nil,
dtype: nil
},
"mu_group" => %Exmc.Node{
id: "mu_group",
op: {:rv, Exmc.Dist.Normal,
%{
mu: #Nx.Tensor<
f32
EXLA.Backend
0.0
>,
sigma: #Nx.Tensor<
f32
EXLA.Backend
10.0
>
}},
deps: [],
shape: nil,
dtype: nil
},
"sigma_group" => %Exmc.Node{
id: "sigma_group",
op: {:rv, Exmc.Dist.HalfNormal,
%{
sigma: #Nx.Tensor<
f32
EXLA.Backend
5.0
>
}, :log},
deps: [],
shape: nil,
dtype: nil
},
"y" => %Exmc.Node{
id: "y",
op: {:rv, Exmc.Dist.Normal,
%{
mu: "alpha",
sigma: #Nx.Tensor<
f32
EXLA.Backend
0.5
>
}},
deps: ["alpha"],
shape: nil,
dtype: nil
},
"y_obs" => %Exmc.Node{
id: "y_obs",
op: {:obs, "y",
#Nx.Tensor<
f32[5]
EXLA.Backend
[4.099999904632568, 3.799999952316284, 4.5, 4.199999809265137, 3.9000000953674316]
>, %{reduce: :sum}},
deps: ["y"],
shape: nil,
dtype: nil
}
},
outputs: [],
ncp_info: %{},
data: nil
}
NCP Rewrite
eXMC automatically applies Non-Centered Parameterization (NCP) to hierarchical
models. This improves sampling efficiency by reparameterizing
alpha ~ Normal(mu, sigma) as alpha_raw ~ Normal(0, 1) with
alpha = mu + sigma * alpha_raw.
{trace, stats} =
Sampler.sample(ir, %{"mu_group" => 4.0, "sigma_group" => 1.0, "alpha" => 4.0},
num_samples: 500,
seed: 42,
num_warmup: 300
)
IO.inspect(Map.keys(trace), label: "Variables sampled")
Variables sampled: ["alpha", "mu_group", "sigma_group"]
["alpha", "mu_group", "sigma_group"]
Posterior Summary
summary = Exmc.Diagnostics.summary(trace)
for {name, s} <- Enum.sort(summary) do
IO.puts("#{name}: mean=#{Float.round(s.mean, 3)} std=#{Float.round(s.std, 3)}")
end
alpha: mean=4.094 std=0.212
mu_group: mean=-0.91 std=7.569
sigma_group: mean=6.25 std=3.53
[:ok, :ok, :ok]
Trace Plots
alias VegaLite, as: Vl
for name <- ["mu_group", "sigma_group", "alpha"] do
samples = Nx.to_flat_list(trace[name]) |> Enum.filter(&is_number/1)
data = Enum.with_index(samples, fn val, i -> %{"iteration" => i, "value" => val} end)
Vl.new(width: 600, height: 150, title: "Trace: #{name}")
|> Vl.data_from_values(data)
|> Vl.mark(:line, opacity: 0.7)
|> Vl.encode_field(:x, "iteration", type: :quantitative)
|> Vl.encode_field(:y, "value", type: :quantitative)
|> Kino.render()
end
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%{"iteration" => 4, "value" => 3.046082684064537},
%{"iteration" => 5, "value" => 5.699062599952366},
%{"iteration" => 6, "value" => 6.788817440158633},
%{"iteration" => 7, "value" => 6.343542325837151},
%{"iteration" => 8, "value" => 5.229706626630684},
%{"iteration" => 9, "value" => 3.5455197649331094},
%{"iteration" => 10, "value" => 3.0330909236807173},
%{"iteration" => 11, "value" => 1.5026802680269753},
%{"iteration" => 12, "value" => 1.4971162570086425},
%{"iteration" => 13, "value" => 1.192317569535631},
%{"iteration" => 14, "value" => 1.202150961867152},
%{"iteration" => 15, "value" => 1.2350116374931173},
%{"iteration" => 16, "value" => 5.33426539614594},
%{"iteration" => 17, "value" => 9.772016757456683},
%{"iteration" => 18, "value" => 9.700731141577334},
%{"iteration" => 19, "value" => 5.441204366092204},
%{"iteration" => 20, "value" => 2.1172668502903718},
%{"iteration" => 21, "value" => 3.5242948811804404},
%{"iteration" => 22, "value" => 5.579219255051925},
%{"iteration" => 23, "value" => 5.669708053354979},
%{"iteration" => 24, "value" => 3.2452832093234654},
%{"iteration" => 25, "value" => 1.4900432620947845},
%{"iteration" => 26, "value" => 3.4064187806500943},
%{"iteration" => 27, "value" => 5.269640754919451},
%{"iteration" => 28, "value" => 5.097266290524363},
%{"iteration" => 29, "value" => 4.811262369968862},
%{"iteration" => 30, "value" => 3.7885129962026},
%{"iteration" => 31, "value" => 4.266130915679616},
%{"iteration" => 32, "value" => 4.7281128093241795},
%{"iteration" => 33, "value" => 3.096156038040226},
%{"iteration" => 34, "value" => 0.21081055811879099},
%{"iteration" => 35, "value" => 11.889942029392227},
%{"iteration" => 36, "value" => 7.583938916536638},
%{"iteration" => 37, "value" => 2.0798592966554064},
%{"iteration" => 38, "value" => 8.669345220447072},
%{"iteration" => 39, "value" => 4.346034539710611},
%{"iteration" => 40, "value" => 0.4639624335643607},
%{"iteration" => 41, "value" => 1.065263772274159},
%{"iteration" => 42, ...},
%{...},
...
]
},
"encoding" => %{
"x" => %{"field" => "iteration", "type" => "quantitative"},
"y" => %{"field" => "value", "type" => "quantitative"}
},
"height" => 150,
"mark" => %{"opacity" => 0.7, "type" => "line"},
"title" => "Trace: sigma_group",
"width" => 600
}
},
%VegaLite{
spec: %{
"$schema" => "https://vega.github.io/schema/vega-lite/v5.json",
"data" => %{
"values" => [
%{"iteration" => 0, "value" => 4.132369391450898},
%{"iteration" => 1, "value" => 4.211208444320888},
%{"iteration" => 2, "value" => 3.802656819111335},
%{"iteration" => 3, "value" => 4.375000761033332},
%{"iteration" => 4, "value" => 3.94858920540371},
%{"iteration" => 5, "value" => 4.056205748609125},
%{"iteration" => 6, "value" => 4.358175126742654},
%{"iteration" => 7, "value" => 3.803358643410236},
%{"iteration" => 8, "value" => 4.400706506817196},
%{"iteration" => 9, "value" => 3.873567858105492},
%{"iteration" => 10, "value" => 3.9311151070528263},
%{"iteration" => 11, "value" => 3.9786535144799497},
%{"iteration" => 12, "value" => 4.474616363735262},
%{"iteration" => 13, "value" => 3.9517660668155874},
%{"iteration" => 14, "value" => 3.9755156865167067},
%{"iteration" => 15, "value" => 3.8633376396309376},
%{"iteration" => 16, "value" => 3.7897799114015496},
%{"iteration" => 17, "value" => 4.656452089368333},
%{"iteration" => 18, "value" => 4.477552378894205},
%{"iteration" => 19, "value" => 4.013168362053834},
%{"iteration" => 20, "value" => 4.0703442658189015},
%{"iteration" => 21, "value" => 4.068626790120623},
%{"iteration" => 22, "value" => 4.221970729368521},
%{"iteration" => 23, "value" => 3.7490837436906874},
%{"iteration" => 24, "value" => 4.276079433768876},
%{"iteration" => 25, "value" => 4.221675704531672},
%{"iteration" => 26, "value" => 3.9271171777855423},
%{"iteration" => 27, "value" => 3.993359655989873},
%{"iteration" => 28, "value" => 4.306186230372897},
%{"iteration" => 29, "value" => 3.770653358120038},
%{"iteration" => 30, "value" => 3.9801825346264303},
%{"iteration" => 31, "value" => 4.231092079083573},
%{"iteration" => 32, "value" => 4.288811044435674},
%{"iteration" => 33, "value" => 4.08408439771228},
%{"iteration" => 34, "value" => 3.7881661059776857},
%{"iteration" => 35, "value" => 3.8305449660609354},
%{"iteration" => 36, "value" => 3.906882610107197},
%{"iteration" => 37, "value" => 3.8480505536495886},
%{"iteration" => 38, "value" => 4.048532765216466},
%{"iteration" => 39, "value" => 4.1502298292068875},
%{"iteration" => 40, "value" => 4.344408053865229},
%{"iteration" => 41, ...},
%{...},
...
]
},
"encoding" => %{
"x" => %{"field" => "iteration", "type" => "quantitative"},
"y" => %{"field" => "value", "type" => "quantitative"}
},
"height" => 150,
"mark" => %{"opacity" => 0.7, "type" => "line"},
"title" => "Trace: alpha",
"width" => 600
}
}
]
Forest Plot (Credible Intervals)
alias VegaLite, as: Vl
forest_data =
for {name, s} <- Enum.sort(summary) do
%{"param" => name, "mean" => s.mean, "q5" => s.q5, "q95" => s.q95}
end
Vl.new(width: 500, height: 150, title: "90% Credible Intervals")
|> Vl.data_from_values(forest_data)
|> Vl.layers([
Vl.new()
|> Vl.mark(:rule, stroke_width: 2)
|> Vl.encode_field(:y, "param", type: :nominal)
|> Vl.encode_field(:x, "q5", type: :quantitative, title: "value")
|> Vl.encode_field(:x2, "q95"),
Vl.new()
|> Vl.mark(:point, filled: true, size: 60, color: "black")
|> Vl.encode_field(:y, "param", type: :nominal)
|> Vl.encode_field(:x, "mean", type: :quantitative)
])
{"$schema":"https://vega.github.io/schema/vega-lite/v5.json","data":{"values":[{"mean":4.0939848974837245,"param":"alpha","q5":3.749027277557825,"q95":4.40117428671418},{"mean":-0.9104872948026498,"param":"mu_group","q5":-9.610566030379939,"q95":11.976471140629197},{"mean":6.249664149796484,"param":"sigma_group","q5":0.9630633720990481,"q95":12.075906934484728}]},"height":150,"layer":[{"encoding":{"x":{"field":"q5","title":"value","type":"quantitative"},"x2":{"field":"q95"},"y":{"field":"param","type":"nominal"}},"mark":{"strokeWidth":2,"type":"rule"}},{"encoding":{"x":{"field":"mean","type":"quantitative"},"y":{"field":"param","type":"nominal"}},"mark":{"color":"black","filled":true,"size":60,"type":"point"}}],"title":"90% Credible Intervals","width":500}
Multi-Chain Sampling
Run multiple chains for convergence diagnostics:
{traces, stats_list} =
Sampler.sample_chains(ir, 4,
init_values: %{"mu_group" => 4.0, "sigma_group" => 1.0, "alpha" => 4.0},
num_samples: 300,
seed: 42,
num_warmup: 200
)
IO.puts("Chains: #{length(traces)}")
Chains: 4
:ok
R-hat Convergence Diagnostic
R-hat measures between-chain vs within-chain variance. Values near 1.0 indicate convergence.
for name <- Map.keys(hd(traces)) |> Enum.sort() do
chains_for_var = Enum.map(traces, fn t -> t[name] end)
rhat = Exmc.Diagnostics.rhat(chains_for_var)
IO.puts("#{name}: R-hat = #{Float.round(rhat, 3)}")
end
alpha: R-hat = 1.0
mu_group: R-hat = 1.02
sigma_group: R-hat = 1.001
[:ok, :ok, :ok]
Multi-Chain Trace Overlay
alias VegaLite, as: Vl
for name <- ["mu_group", "alpha", "sigma_group"] do
chain_data =
traces
|> Enum.with_index()
|> Enum.flat_map(fn {t, chain_idx} ->
t[name]
|> Nx.to_flat_list()
|> Enum.filter(&is_number/1)
|> Enum.with_index(fn val, i ->
%{"iteration" => i, "value" => val, "chain" => "chain #{chain_idx}"}
end)
end)
Vl.new(width: 600, height: 200, title: "#{name} — 4 chains")
|> Vl.data_from_values(chain_data)
|> Vl.mark(:line, opacity: 0.6)
|> Vl.encode_field(:x, "iteration", type: :quantitative)
|> Vl.encode_field(:y, "value", type: :quantitative)
|> Vl.encode_field(:color, "chain", type: :nominal)
|> Kino.render()
end
{"$schema":"https://vega.github.io/schema/vega-lite/v5.json","data":{"values":[{"chain":"chain 0","iteration":0,"value":1.2025906874375385},{"chain":"chain 0","iteration":1,"value":8.88861398990358},{"chain":"chain 0","iteration":2,"value":8.921979207718543},{"chain":"chain 0","iteration":3,"value":8.982589966225554},{"chain":"chain 0","iteration":4,"value":4.896415670458754},{"chain":"chain 0","iteration":5,"value":-1.2529446020342867},{"chain":"chain 0","iteration":6,"value":-1.2309605257090752},{"chain":"chain 0","iteration":7,"value":-1.475695604923392},{"chain":"chain 0","iteration":8,"value":-0.6345795204413731},{"chain":"chain 0","iteration":9,"value":-0.8059380862062671},{"chain":"chain 0","iteration":10,"value":5.584052160913796},{"chain":"chain 0","iteration":11,"value":4.930972360587592},{"chain":"chain 0","iteration":12,"value":4.98764335306224},{"chain":"chain 0","iteration":13,"value":6.107806758556433},{"chain":"chain 0","iteration":14,"value":12.136673132375163},{"chain":"chain 0","iteration":15,"value":12.219316521324743},{"chain":"chain 0","iteration":16,"value":12.814979006903124},{"chain":"chain 0","iteration":17,"value":-1.5715695929455051},{"chain":"chain 0","iteration":18,"value":5.36897056084791},{"chain":"chain 0","iteration":19,"value":4.1246750394765614},{"chain":"chain 0","iteration":20,"value":3.035934817753876},{"chain":"chain 0","iteration":21,"value":4.513994446253433},{"chain":"chain 0","iteration":22,"value":4.608596993992339},{"chain":"chain 0","iteration":23,"value":6.96760091764247},{"chain":"chain 0","iteration":24,"value":7.482338485717979},{"chain":"chain 0","iteration":25,"value":7.187991635937419},{"chain":"chain 0","iteration":26,"value":2.493322338160924},{"chain":"chain 0","iteration":27,"value":2.1380400835148907},{"chain":"chain 0","iteration":28,"value":4.526073297398109},{"chain":"chain 0","iteration":29,"value":6.675105952887358},{"chain":"chain 0","iteration":30,"value":6.120973161181449},{"chain":"chain 0","iteration":31,"value":7.7804445892446585},{"chain":"chain 0","iteration":32,"value":9.052126737309184},{"chain":"chain 0","iteration":33,"value":9.202316545232884},{"chain":"chain 0","iteration":34,"value":12.300322457335477},{"chain":"chain 0","iteration":35,"value":-5.1848248664076255},{"chain":"chain 0","iteration":36,"value":-2.8262025040850243},{"chain":"chain 0","iteration":37,"value":1.034872430269622},{"chain":"chain 0","iteration":38,"value":0.855651061061133},{"chain":"chain 0","iteration":39,"value":0.5894531745092765},{"chain":"chain 0","iteration":40,"value":0.49848103179723685},{"chain":"chain 0","iteration":41,"value":2.360440788636683},{"chain":"chain 0","iteration":42,"value":2.0697053958433},{"chain":"chain 0","iteration":43,"value":4.1861793445589415},{"chain":"chain 0","iteration":44,"value":1.7541300715874424},{"chain":"chain 0","iteration":45,"value":0.2457398760164718},{"chain":"chain 0","iteration":46,"value":2.5511568834275327},{"chain":"chain 0","iteration":47,"value":1.9599215171157933},{"chain":"chain 0","iteration":48,"value":7.013521882811233},{"chain":"chain 0","iteration":49,"value":5.638496692154178},{"chain":"chain 0","iteration":50,"value":5.3202161672166115},{"chain":"chain 0","iteration":51,"value":5.40157205173661},{"chain":"chain 0","iteration":52,"value":4.6893605652087915},{"chain":"chain 0","iteration":53,"value":1.0255644133596507},{"chain":"chain 0","iteration":54,"value":2.1740502307792826},{"chain":"chain 0","iteration":55,"value":4.463620962146809},{"chain":"chain 0","iteration":56,"value":2.5825786728817404},{"chain":"chain 0","iteration":57,"value":-1.3719943458766757},{"chain":"chain 0","iteration":58,"value":-2.635050502491208},{"chain":"chain 0","iteration":59,"value":-2.6302890130349135},{"chain":"chain 0","iteration":60,"value":7.029058601539266},{"chain":"chain 0","iteration":61,"value":6.821242782142709},{"chain":"chain 0","iteration":62,"value":4.713045155759695},{"chain":"chain 0","iteration":63,"value":4.5107734698190685},{"chain":"chain 0","iteration":64,"value":2.6459651984303707},{"chain":"chain 0","iteration":65,"value":7.260174335585344},{"chain":"chain 0","iteration":66,"value":7.852783895855444},{"chain":"chain 0","iteration":67,"value":4.831119956239258},{"chain":"chain 0","iteration":68,"value":5.865205180613183},{"chain":"chain 0","iteration":69,"value":-2.4992849618809543},{"chain":"chain 0","iteration":70,"value":4.2196060941204445},{"chain":"chain 0","iteration":71,"value":4.386518380427835},{"chain":"chain 0","iteration":72,"value":4.200529902660486},{"chain":"chain 0","iteration":73,"value":3.6344846241171784},{"chain":"chain 0","iteration":74,"value":3.643785004000487},{"chain":"chain 0","iteration":75,"value":3.774398386866907},{"chain":"chain 0","iteration":76,"value":1.95950229059396},{"chain":"chain 0","iteration":77,"value":0.48905526876133826},{"chain":"chain 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