quantum-kernel / julia /yao_types.jl
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# yao_types.jl β€” Core Yao.jl block hierarchy + Topological types
module YaoTypes
using LinearAlgebra
# ═══════════════════════════════════════════════════════════════════════
# Abstract Block Hierarchy
# ═══════════════════════════════════════════════════════════════════════
abstract type AbstractBlock end
abstract type CompositeBlock <: AbstractBlock end
struct PrimitiveGate <: AbstractBlock
name::String
params::Vector{Float64}
nqubits::Int
mat::Matrix{ComplexF64}
end
struct ChainBlock <: CompositeBlock
nqubits::Int
blocks::Vector{AbstractBlock}
end
struct KronBlock <: CompositeBlock
nqubits::Int
locs::Vector{Int}
blocks::Vector{AbstractBlock}
end
struct PutBlock <: CompositeBlock
nqubits::Int
locs::Vector{Int}
block::AbstractBlock
end
struct ControlBlock <: CompositeBlock
nqubits::Int
ctrl_locs::Vector{Int}
ctrl_bits::Vector{Int}
block::AbstractBlock
end
struct MeasureBlock <: AbstractBlock
nqubits::Int
locs::Vector{Int}
end
# ═══════════════════════════════════════════════════════════════════════
# TOPOLOGICAL TYPES: Braids, Defects, Anyons
# ═══════════════════════════════════════════════════════════════════════
struct BraidWord
generators::Vector{Int}
edge_indices::Vector{Int}
n_strands::Int
function BraidWord(gens::Vector{Int}, edges::Vector{Int}, n_strands::Int)
@assert length(gens) == length(edges)
new(gens, edges, n_strands)
end
end
BraidWord(n_strands::Int) = BraidWord(Int[], Int[], n_strands)
struct DefectPair
id::String
anyon_type::Symbol
smooth_defect::Tuple{Int,Int}
rough_defect::Tuple{Int,Int}
braid_trajectory::Vector{Tuple{Int,Int}}
end
mutable struct DefectTracker
defects::Dict{String, DefectPair}
fusion_rules::Dict{Tuple{Symbol,Symbol}, Vector{Symbol}}
lattice_size::Tuple{Int,Int}
time_step::Int
function DefectTracker(lattice_size::Tuple{Int,Int}=(20,20))
rules = Dict(
(:fibonacci, :fibonacci) => [:vacuum, :fibonacci],
(:ising, :ising) => [:vacuum, :fermion],
(:toric, :toric) => [:vacuum],
)
new(Dict{String, DefectPair}(), rules, lattice_size, 0)
end
end
struct LatticeSurgeryOp
op_type::Symbol
defect_ids::Vector{String}
basis::Symbol
ancilla_id::Union{String, Nothing}
end
function allocate_defect_pair!(tracker::DefectTracker, id::String, anyon_type::Symbol,
smooth_pos::Tuple{Int,Int}, rough_pos::Tuple{Int,Int})
pair = DefectPair(id, anyon_type, smooth_pos, rough_pos, [smooth_pos, rough_pos])
tracker.defects[id] = pair
return pair
end
function braid_defects!(tracker::DefectTracker, id1::String, id2::String, direction::Int)
d1 = tracker.defects[id1]
d2 = tracker.defects[id2]
new_traj1 = vcat(d1.braid_trajectory, [d2.rough_defect])
new_traj2 = vcat(d2.braid_trajectory, [d1.rough_defect])
tracker.defects[id1] = DefectPair(d1.id, d1.anyon_type, d1.smooth_defect,
d2.rough_defect, new_traj1)
tracker.defects[id2] = DefectPair(d2.id, d2.anyon_type, d2.smooth_defect,
d1.rough_defect, new_traj2)
tracker.time_step += 1
end
# ═══════════════════════════════════════════════════════════════════════
# Accessors & Constructors
# ═══════════════════════════════════════════════════════════════════════
nqubits(b::AbstractBlock) = b.nqubits
nqubits(b::PrimitiveGate) = b.nqubits
const SQRT2 = sqrt(2.0)
const IM = ComplexF64(0, 1)
H() = PrimitiveGate("H", Float64[], 1, ComplexF64[1 1; 1 -1] / SQRT2)
X() = PrimitiveGate("X", Float64[], 1, ComplexF64[0 1; 1 0])
Y() = PrimitiveGate("Y", Float64[], 1, ComplexF64[0 -IM; IM 0])
Z() = PrimitiveGate("Z", Float64[], 1, ComplexF64[1 0; 0 -1])
S() = PrimitiveGate("S", Float64[], 1, ComplexF64[1 0; 0 IM])
Sdg() = PrimitiveGate("Sdg", Float64[], 1, ComplexF64[1 0; 0 -IM])
T() = PrimitiveGate("T", Float64[], 1, ComplexF64[1 0; 0 exp(IM*Ο€/4)])
Tdg() = PrimitiveGate("Tdg", Float64[], 1, ComplexF64[1 0; 0 exp(-IM*Ο€/4)])
SX() = PrimitiveGate("SX", Float64[], 1, ComplexF64[(1+IM)/2 (1-IM)/2; (1-IM)/2 (1+IM)/2])
Rx(ΞΈ) = PrimitiveGate("Rx", [ΞΈ], 1, ComplexF64[cos(ΞΈ/2) -IM*sin(ΞΈ/2); -IM*sin(ΞΈ/2) cos(ΞΈ/2)])
Ry(ΞΈ) = PrimitiveGate("Ry", [ΞΈ], 1, ComplexF64[cos(ΞΈ/2) -sin(ΞΈ/2); sin(ΞΈ/2) cos(ΞΈ/2)])
Rz(ΞΈ) = PrimitiveGate("Rz", [ΞΈ], 1, ComplexF64[exp(-IM*ΞΈ/2) 0; 0 exp(IM*ΞΈ/2)])
CNOT() = PrimitiveGate("CX", Float64[], 2, ComplexF64[1 0 0 0; 0 1 0 0; 0 0 0 1; 0 0 1 0])
CZ() = PrimitiveGate("CZ", Float64[], 2, ComplexF64[1 0 0 0; 0 1 0 0; 0 0 1 0; 0 0 0 -1])
function chain(nq::Int, blocks::AbstractBlock...)
ChainBlock(nq, collect(blocks))
end
chain(nq::Int, blocks::Vector{<:AbstractBlock}) = ChainBlock(nq, blocks)
function kron(nq::Int, pairs::Pair{Int,<:AbstractBlock}...)
locs = [p.first for p in pairs]
blks = [p.second for p in pairs]
KronBlock(nq, locs, blks)
end
put(nq::Int, locs::Vector{Int}, block::AbstractBlock) = PutBlock(nq, locs, block)
function control(nq::Int, ctrl_locs::Vector{Int}, target::Pair{Int,<:AbstractBlock})
ControlBlock(nq, ctrl_locs, ones(Int, length(ctrl_locs)), PutBlock(nq, [target.first], target.second))
end
control(nq::Int, ctrl_locs::Vector{Int}, block::AbstractBlock) = ControlBlock(nq, ctrl_locs, ones(Int, length(ctrl_locs)), block)
measure(nq::Int, locs::Vector{Int}) = MeasureBlock(nq, locs)
# ═══════════════════════════════════════════════════════════════════════
# Heron-Native Decomposition
# ═══════════════════════════════════════════════════════════════════════
function decompose_to_heron(block::AbstractBlock)::AbstractBlock
if block isa PrimitiveGate
return _decompose_primitive(block)
elseif block isa ChainBlock
return ChainBlock(block.nqubits, decompose_to_heron.(block.blocks))
elseif block isa KronBlock
return KronBlock(block.nqubits, block.locs, decompose_to_heron.(block.blocks))
elseif block isa PutBlock
return PutBlock(block.nqubits, block.locs, decompose_to_heron(block.block))
elseif block isa ControlBlock
return ControlBlock(block.nqubits, block.ctrl_locs, block.ctrl_bits, decompose_to_heron(block.block))
elseif block isa MeasureBlock
return block
else
error("Unknown block type: $(typeof(block))")
end
end
function _decompose_primitive(g::PrimitiveGate)::AbstractBlock
name = g.name
params = g.params
if name in ("Rz", "SX", "CX", "CNOT")
return g
elseif name == "Ry"
ΞΈ = params[1]
return chain(1, Rz(Ο€/2), SX(), Rz(ΞΈ), SX(), Rz(-Ο€/2))
elseif name == "Rx"
ΞΈ = params[1]
return chain(1, Rz(-Ο€/2), SX(), Rz(ΞΈ), SX(), Rz(Ο€/2))
elseif name == "H"
return chain(1, Rz(Ο€/2), SX(), Rz(Ο€/2), SX(), Rz(Ο€/2))
elseif name == "X"
return chain(1, SX(), SX())
elseif name == "Y"
return chain(1, SX(), Rz(Ο€), SX())
elseif name == "Z"
return Rz(Ο€)
elseif name == "S"
return Rz(Ο€/2)
elseif name == "Sdg"
return Rz(-Ο€/2)
elseif name == "T"
return Rz(Ο€/4)
elseif name == "Tdg"
return Rz(-Ο€/4)
elseif name == "CZ"
return g
else
return g
end
end
# ═══════════════════════════════════════════════════════════════════════
# Feature Map Parameters
# ═══════════════════════════════════════════════════════════════════════
struct FeatureMapParams
data::Array{Float64,3}
n_layers::Int
n_qubits::Int
end
function FeatureMapParams(n_layers::Int, n_qubits::Int; init_scale::Float64=0.1)
data = randn(n_layers, n_qubits, 3) * init_scale .+ 1.0
FeatureMapParams(data, n_layers, n_qubits)
end
Base.getindex(p::FeatureMapParams, i...) = p.data[i...]
Base.setindex!(p::FeatureMapParams, v, i...) = (p.data[i...] = v)
Base.size(p::FeatureMapParams) = size(p.data)
Base.length(p::FeatureMapParams) = length(p.data)
Base.eachindex(p::FeatureMapParams) = eachindex(p.data)
# ═══════════════════════════════════════════════════════════════════════
# Pauli String & Heavy-Hex Topology
# ═══════════════════════════════════════════════════════════════════════
struct PauliString
paulis::Vector{Char}
end
PauliString(n::Int) = PauliString(rand(['I','X','Y','Z'], n))
const HERON_EDGES_0 = [
(0, 1), (1, 2),
(0, 3), (1, 3), (1, 4), (2, 4), (2, 5),
(3, 4), (4, 5), (5, 6),
(3, 7), (4, 7), (4, 8), (5, 8), (5, 9), (6, 9),
(7, 8), (8, 9)
]
const HERON_EDGE_INDEX = Dict(edge => i for (i, edge) in enumerate(HERON_EDGES_0))
# ═══════════════════════════════════════════════════════════════════════
# Exports
# ═══════════════════════════════════════════════════════════════════════
export AbstractBlock, PrimitiveGate, ChainBlock, KronBlock, PutBlock, ControlBlock, MeasureBlock
export nqubits
export H, X, Y, Z, S, Sdg, T, Tdg, SX, Rx, Ry, Rz, CNOT, CZ
export chain, kron, put, control, measure
export decompose_to_heron
export FeatureMapParams, PauliString
export HERON_EDGES_0, HERON_EDGE_INDEX
export BraidWord, DefectPair, DefectTracker, LatticeSurgeryOp
export allocate_defect_pair!, braid_defects!
end # module YaoTypes