Started from a video on @generated functions, ended up installed-and-verified in the REPL, then zoomed all the way out to “what is this language even for.” Reference notes below, written so a future session can pick this back up without re-watching anything.
Why this exists
Julia showed up as a tangent while learning BHP and AWS material, not the main track. Worth a dedicated note specifically so it doesn’t get lost — this is a first-contact session, not mastery, and the whole point of writing it down is to have something to return to instead of re-deriving it from scratch.
Part 1 — What a generated function actually is
A regular Julia function runs its body every time it’s called. A function marked @generated is different: its body runs once per unique combination of argument types, and instead of returning a normal value, it must return a Julia Expr — quoted code. That returned expression is what gets compiled into the real, runtime method for that specific type combination.
Two completely separate phases, and they never mix:
- Generation time — runs once per type combination. Has access to the argument types as real Julia type objects. Can branch on them, compute with them, inspect them (
field count, subtype checks, etc.). Cannot see the actual runtime values. - Runtime — the compiled method executes with real values, at full native speed, same as any ordinary compiled function. No dispatch overhead, no re-generation, because the type combination was already seen.
The three syntax rules: @generated goes directly before function; type parameters are declared with a where T clause (the bridge between the caller’s runtime types and the generation body); the body must return an Expr object — built via a quoted block :( ... ), a quote ... end block, or manually via Expr(:call, :+, :x, :x).
Part 2 — Proving it in the REPL
Confirmed Julia was already installed: julia --version → 1.12.7, managed via juliaup (/home/lvydvy/.juliaup/bin/julia). Launch with a bare julia command, exit with exit() or Ctrl+D.
Defined the video’s simplest example:
julia
@generated function twice(x::T) where T
return :(x + x)
end
twice(5) → 10 (Int64 path). twice(2.5) → 5.0 (Float64 path, separate generated method). Calling twice(5) again returned 10 with no regeneration — same cached method reused.
Proved the caching claim isn’t just documentation, with a version that prints during generation:
julia
@generated function twice2(x::T) where T
println("generating for ", T)
return :(x + x)
end
twice2(5) printed generating for Int64 once, then 10. Calling it again with the same type printed nothing — straight to the cached method. A new type (2.5) triggered a fresh generating for Float64 line. That’s the memoization guarantee made concrete rather than taken on faith.
Then demystified what Expr actually is:
julia
dump(:(x + x))
Expr
head: Symbol call
args: Array{Any}((3,))
1: Symbol +
2: Symbol x
3: Symbol x
That’s the whole trick laid bare — x + x isn’t magic, it’s a three-element array wrapped in a struct: “this is a call,” to +, with arguments x and x. Generated functions are just ordinary Julia code that builds one of these trees and hands it back.
One nuance worth remembering: the $ inside a quoted expression is expression interpolation, not string interpolation — it splices an actual generation-time value (like a type object or a computed constant) directly into the expression tree before compilation, which is how generated code bakes in things like a tuple’s field count as a literal rather than recomputing it at runtime.
Part 3 — Zooming out: what Julia is for
Built at MIT (~2009–2012) to solve the “two-language problem” — prototype in something Python/R-friendly, then rewrite the hot path in C/Fortran for speed. Julia’s bet: write it once, get near-native performance anyway, because Julia JIT-compiles each function the first time it’s called with a given set of argument types (LLVM under the hood). That’s the same mechanism @generated functions hook into directly — Julia was already doing type-specialized compilation; generated functions just let you influence what gets compiled.
The other defining trait is multiple dispatch as the core paradigm instead of classes/methods: which method runs depends on the types of all the arguments, not just the first one the way typical OOP method calls work. Very natural fit for math-heavy code.
Who uses it, and why: mostly people doing numerical, scientific, or data-heavy work where Python got too slow to iterate on directly. Notable areas — climate modeling (NASA-affiliated CliMA project), differential equations and simulation (DifferentialEquations.jl is considered one of the strongest solver suites in any language), optimization and operations research (JuMP.jl), quantitative finance, pharma/biotech modeling, and a growing presence in scientific machine learning (Flux.jl, physics-informed neural nets). The Federal Reserve has used it for economic modeling. Smaller community than Python’s, concentrated wherever raw numerical performance and mathematical expressiveness both matter.
Part 4 — Basic syntax tried in the REPL
julia
# plain function, no type annotations required
function area(radius)
return π * radius^2
end
area(3) # 28.274333882308138
# multiple dispatch — different methods per argument type
speak(x::Int) = println("an integer: ", x)
speak(x::String) = println("a string: ", x)
speak(42) # "an integer: 42"
speak("hi") # "a string: hi"
# arrays and broadcasting — very idiomatic Julia
v = [1, 2, 3, 4]
v .^ 2 # [1, 4, 9, 16], element-wise, no explicit loop
sum(v .^ 2) # 30
The .^ broadcasting syntax vectorizes any function/operator over a collection while still compiling to a tight loop — not an interpreted list-comprehension-style penalty.
Queued for next session — not yet run
Introspection tools identified but not yet exercised on the plain-function examples:
julia
dump(:(function area(radius) return π * radius^2 end))
dump(:(speak(x::Int) = println("an integer: ", x)))
dump(:(v .^ 2)) # broadcasting desugars to a regular call — worth seeing
methods(speak) # the dispatch table itself
@which speak(42) # which method a given call actually resolves to
@code_lowered area(3) # Expr-based AST, pre type-inference
@code_typed area(3) # same code with every inferred type filled in
The @code_lowered / @code_typed progression is the same idea as @generated internals — just observing what the compiler does with an ordinary function instead of steering it directly.
Summary table
| Concept | What it means | Proved how |
|---|---|---|
@generated function | Body runs once per type combo, returns Expr instead of a value | twice/twice2 definitions |
| Generation vs runtime | Two separate phases; generation only sees types, not values | println inside twice2‘s generation body |
| Caching/memoization | Same type combo never regenerates | Repeated twice2(5) calls, no repeat print |
Expr objects | Quoted code is just a small tree (head + args) | dump(:(x + x)) |
| Multiple dispatch | Method choice depends on all argument types | speak(::Int) vs speak(::String) |
| Broadcasting | .^ vectorizes without an explicit loop, desugars to a plain call | v .^ 2, queued dump() check |
| Why Julia exists | Python-like syntax, C-like speed via JIT + LLVM | julialang.org overview, multiple dispatch example |
Next step
Read more of the official docs (docs.julialang.org, the Manual section) before the next hands-on session, then come back and run the queued introspection commands above.