Hardware-specific optimization and topology management for quantum circuits.
This namespace provides functionality for optimizing quantum circuits for specific hardware topologies, including qubit routing, SWAP insertion, and topology-aware optimization strategies.
Hardware-specific optimization and topology management for quantum circuits. This namespace provides functionality for optimizing quantum circuits for specific hardware topologies, including qubit routing, SWAP insertion, and topology-aware optimization strategies.
(analyze-topology-connectivity topology)
Analyze the connectivity properties of a hardware topology.
Parameters:
Returns: Map containing topology analysis:
Analyze the connectivity properties of a hardware topology. Parameters: - topology: Hardware topology as vector of vectors Returns: Map containing topology analysis: - :num-qubits - Total number of qubits - :total-edges - Total number of edges (connections) - :avg-degree - Average degree (connections per qubit) - :max-degree - Maximum degree - :min-degree - Minimum degree - :diameter - Maximum shortest path distance between any two qubits - :is-connected - Whether the topology is fully connected
(calculate-distance-matrix topology)
Calculate shortest path distances between all pairs of qubits in topology.
Parameters:
Returns: 2D vector where element [i][j] is the shortest distance from qubit i to qubit j
Calculate shortest path distances between all pairs of qubits in topology. Parameters: - topology: Vector of vectors representing qubit connectivity Returns: 2D vector where element [i][j] is the shortest distance from qubit i to qubit j
(calculate-mapping-cost two-qubit-ops mapping distance-matrix)
Calculate the cost of a logical-to-physical qubit mapping.
Parameters:
Returns: Total cost (sum of distances for all two-qubit operations)
Calculate the cost of a logical-to-physical qubit mapping. Parameters: - two-qubit-ops: Vector of two-qubit operations with :control and :target - mapping: Map from logical qubit to physical qubit - distance-matrix: 2D vector of distances between physical qubits Returns: Total cost (sum of distances for all two-qubit operations)
(compare-topologies circuit topologies)
Compare multiple hardware topologies for a given circuit.
Parameters:
Returns: Vector of maps sorted by total cost, each containing:
Compare multiple hardware topologies for a given circuit. Parameters: - circuit: Quantum circuit to optimize - topologies: Map of topology-name to topology Returns: Vector of maps sorted by total cost, each containing: - :topology-name - Name of the topology - :total-cost - Total routing cost - :swap-count - Number of SWAP operations needed - :logical-to-physical - Optimal qubit mapping
(extract-two-qubit-operations circuit)
Extract all two-qubit operations from a circuit.
Parameters:
Returns: Vector of maps containing :control and :target qubit pairs
Extract all two-qubit operations from a circuit. Parameters: - circuit: Quantum circuit to analyze Returns: Vector of maps containing :control and :target qubit pairs
(find-optimal-mapping arg1 arg2 arg3)
Find an optimal mapping from logical qubits to physical qubits using a greedy approach.
Parameters:
Returns: Map from logical qubit to physical qubit
Find an optimal mapping from logical qubits to physical qubits using a greedy approach. Parameters: - When called with 3 args [circuit topology distance-matrix]: - circuit: Quantum circuit to optimize - topology: Hardware topology - distance-matrix: Precomputed distance matrix - When called with 3 args [two-qubit-ops num-physical-qubits distance-matrix] (legacy): - two-qubit-ops: Vector of two-qubit operations - num-physical-qubits: Number of physical qubits available - distance-matrix: Precomputed distance matrix Returns: Map from logical qubit to physical qubit
(find-shortest-path topology start end)
Find shortest path between two qubits in the topology.
Parameters:
Returns: Vector of qubits representing the path from start to end
Find shortest path between two qubits in the topology. Parameters: - topology: Hardware topology - start: Starting qubit - end: Ending qubit Returns: Vector of qubits representing the path from start to end
(generate-swap-operations path target-qubit)
Generate SWAP operations to route a qubit from start to end position.
Parameters:
Returns: Vector of SWAP operation maps
Generate SWAP operations to route a qubit from start to end position. Parameters: - path: Vector of qubits representing routing path - target-qubit: The logical qubit that needs to be moved Returns: Vector of SWAP operation maps
(get-topology-info topology)
(get-topology-info topology name)
Get human-readable information about a topology.
Parameters:
Returns: String with topology information
Get human-readable information about a topology. Parameters: - topology: Hardware topology - name: Optional name for the topology Returns: String with topology information
(grid-topology rows cols)
Create a grid hardware topology with qubits arranged in a rectangular grid.
Parameters:
Returns: Vector of vectors representing adjacency list for grid topology
Create a grid hardware topology with qubits arranged in a rectangular grid. Parameters: - rows: Number of rows in the grid - cols: Number of columns in the grid Returns: Vector of vectors representing adjacency list for grid topology
(heavy-hex-topology processor-type)
Create a heavy-hex hardware topology as used by IBM quantum computers.
Heavy-hex topology consists of hexagonal units where each interior qubit has degree 3. The topology maximizes connectivity while maintaining manufacturability constraints.
This creates patterns used in IBM's quantum processors with production-ready topologies that match real IBM hardware connectivity patterns.
Parameters:
Returns: Map containing:
Example:
(heavy-hex-topology :basic) ; 7-qubit basic hex
(heavy-hex-topology :falcon) ; 27-qubit Falcon-style
(heavy-hex-topology 1) ; Same as :basic
(heavy-hex-topology 27) ; Same as :falcon
Create a heavy-hex hardware topology as used by IBM quantum computers. Heavy-hex topology consists of hexagonal units where each interior qubit has degree 3. The topology maximizes connectivity while maintaining manufacturability constraints. This creates patterns used in IBM's quantum processors with production-ready topologies that match real IBM hardware connectivity patterns. Parameters: - processor-type: Keyword identifying the IBM processor type :basic or 1 - Single hex (7 qubits) :falcon or 27 - Falcon-style pattern (27 qubits) :hummingbird or 65 - Hummingbird-style pattern (65 qubits) :eagle or 127 - Eagle-style pattern (127 qubits) Returns: Map containing: - :topology - Vector of vectors representing adjacency list - :metadata - Information about the processor and topology properties Example: (heavy-hex-topology :basic) ; 7-qubit basic hex (heavy-hex-topology :falcon) ; 27-qubit Falcon-style (heavy-hex-topology 1) ; Same as :basic (heavy-hex-topology 27) ; Same as :falcon
(linear-topology num-qubits)
Create a linear hardware topology where qubits are connected in a line.
Parameters:
Returns: Vector of vectors representing adjacency list for linear topology
Create a linear hardware topology where qubits are connected in a line. Parameters: - num-qubits: Number of qubits in the topology Returns: Vector of vectors representing adjacency list for linear topology
(optimize circuit supported-operations & [topology options])
Optimization pipeline that handles gate decomposition properly.
The order is:
Parameters:
Returns: Complete optimization result with corrected pipeline
Optimization pipeline that handles gate decomposition properly. The order is: 1. Gate cancellation optimization (remove redundant gates) 2. Qubit optimization (minimize qubits before topology constraints) 3. Topology optimization (with decomposition-aware routing) 4. Final gate decomposition (handle any remaining virtual gates) 5. Validation and cleanup Parameters: - circuit: Quantum circuit to optimize - supported-operations: Set of natively supported operations - topology: Hardware topology (optional) - options: Optimization options Returns: Complete optimization result with corrected pipeline
(optimize-for-topology circuit topology)
(optimize-for-topology circuit topology options)
Optimize a quantum circuit for a specific hardware topology.
This function performs topology-aware optimization by:
Parameters:
Returns: Map containing:
Example: ;; Linear topology for 5 qubits: 0-1-2-3-4 (def linear-topology [[1] [0 2] [1 3] [2 4] [3]]) (optimize-for-topology my-circuit linear-topology) ;=> {:quantum-circuit <optimized-circuit>, :logical-to-physical {0 1, 1 2, 2 3}, ...}
Optimize a quantum circuit for a specific hardware topology. This function performs topology-aware optimization by: 1. Finding an optimal mapping from logical to physical qubits 2. Inserting SWAP operations when needed for routing 3. Minimizing the total cost of the circuit on the given topology Parameters: - circuit: Quantum circuit to optimize - topology: Hardware topology as vector of vectors (adjacency list) - options: Optional map with optimization options: :insert-swaps? - Whether to insert SWAP operations for routing (default: true) :optimize-mapping? - Whether to optimize qubit mapping (default: true) Returns: Map containing: - :quantum-circuit - The topology-optimized circuit - :logical-to-physical - Map from logical qubit to physical qubit - :physical-to-logical - Map from physical qubit to logical qubit - :swap-count - Number of SWAP operations inserted - :total-cost - Total routing cost of the optimized circuit - :topology-summary - Human-readable summary of topology optimization Example: ;; Linear topology for 5 qubits: 0-1-2-3-4 (def linear-topology [[1] [0 2] [1 3] [2 4] [3]]) (optimize-for-topology my-circuit linear-topology) ;=> {:quantum-circuit <optimized-circuit>, :logical-to-physical {0 1, 1 2, 2 3}, ...}
(ring-topology num-qubits)
Create a ring hardware topology where qubits are connected in a circle.
Parameters:
Returns: Vector of vectors representing adjacency list for ring topology
Create a ring hardware topology where qubits are connected in a circle. Parameters: - num-qubits: Number of qubits in the topology Returns: Vector of vectors representing adjacency list for ring topology
(star-topology num-qubits)
Create a star hardware topology with one central qubit connected to all others.
Parameters:
Returns: Vector of vectors representing adjacency list for star topology
Create a star hardware topology with one central qubit connected to all others. Parameters: - num-qubits: Number of qubits in the topology Returns: Vector of vectors representing adjacency list for star topology
(topology-aware-transform circuit topology supported-operations options)
Transform circuit for topology while being aware of supported gates.
Transform circuit for topology while being aware of supported gates.
(validate-topology topology)
Validate that a hardware topology is well-formed.
Parameters:
Returns: Boolean indicating if topology is valid
Validate that a hardware topology is well-formed. Parameters: - topology: Vector of vectors representing qubit connectivity Returns: Boolean indicating if topology is valid
cljdoc is a website building & hosting documentation for Clojure/Script libraries
× close