Core Architectural Philosophy
We propose replacing Zi-US's fragmented service-oriented architecture with a quantum-first data fabric where all risk computations are inherently parallelizable across classical and quantum processing units. This represents a fundamental computational paradigm migration.
Quantum-Hybrid Execution Runtime
The execution runtime provides seamless abstraction over heterogeneous compute resources, automatically routing workloads to optimal backends based on circuit characteristics, latency requirements, and cost constraints.
Runtime Architecture
struct QuantumTaskScheduler {
topology: QuantumTopology,
backends: HashMap<BackendType, BackendCapabilities>,
cost_model: ExecutionCostModel,
}
impl QuantumTaskScheduler {
fn schedule_insurance_workflow(
&self,
workflow: &InsuranceWorkflow
) -> ScheduledExecution {
// Quantum resource estimation
let resource_estimate = self.estimate_resources(
workflow.circuit_depth(),
workflow.required_fidelity(),
workflow.deadline(),
);
// Dynamic backend selection
let backend = self.select_optimal_backend(
resource_estimate,
current_load: self.get_system_load(),
cost_constraints: workflow.budget(),
);
// Compile with topology constraints
let compiled_circuit = self.compile_with_constraints(
workflow.circuit(),
backend.topology(),
self.error_rates(),
);
// Execute with real-time monitoring
ScheduledExecution {
backend,
circuit: compiled_circuit,
error_mitigation: self.select_mitigation_strategy(),
monitoring: QuantumTelemetry::new(),
}
}
}
Runtime Optimization Features
QIR Compilation Pipeline
Business logic compiles to Quantum Intermediate Representation (QIR), enabling hardware-agnostic algorithm development with automatic optimization for target backends.
; QIR: Travel Insurance Claim Risk Assessment
define quantum @zi_us_claim_risk_qir(%TravelerProfile* %profile,
%PolicyTerms* %terms) {
entry:
; Convert classical data to quantum state
%risk_state = call @encode_to_qubits(%profile, %terms)
; Apply quantum feature map
call @hardware_efficient_ansatz(%risk_state,
depth=8,
entanglement="full")
; Hybrid quantum-classical optimization loop
%result = call @vqe_solver(
hamiltonian=@generate_claim_hamiltonian(%terms),
optimizer=@quantum_natural_gradient(),
shots=8192
)
; Measure and post-process
%classical_result = call @shadow_tomography(%result, samples=1000)
ret %classical_result
}
Phase 1: Foundation
- Deploy Cöhr Console with GraphQL gateway in Zi-US AWS VPC
- Establish bi-directional sync with JIRA/ServiceNow/existing tooling
- Onboard 2 pilot teams from core operations
- Install 2× SIN-3000 quantum-classical hybrid nodes at primary DC
- Migrate 10TB of policy data to quantum-ready fabric
- Design and fabricate 8×8 trijunction Majorana array
- Implement surface code with distance d=5
- Achieve 2 logical qubits with error rate <10⁻⁶
- Execute first quantum premium calculation
Quantum Readiness Assessment
Week-by-Week Execution Grid
Phase 2: Scaling
- Scale to 32×32 trijunction array (1024 physical qubits)
- Implement concatenated surface-toric code (d=17)
- Achieve 16 logical qubits with 10⁻¹² error rate
- Establish zi-us.space research pod with University of Michigan
- Train 3 custom quantum algorithms on Zi-US historical data
- Implement real-time pricing engine for 10% of portfolio
- Deploy quantum fraud detection across claim processing
- Complete zero-downtime migration of policy databases
- File 3+ patent applications for quantum insurance algorithms
Algorithm Deployment Pipeline
class QuantumRiskEngine:
def __init__(self, portfolio):
self.portfolio = portfolio
self.quantum_walk = ContinuousTimeQuantumWalk()
self.variational_solver = QuantumApproximateOptimizationAlgorithm()
def calculate_value_at_risk(self, confidence_level=0.99):
"""
Implement qVaR using amplitude estimation
Complexity: O(1/ε) vs classical O(1/ε²)
"""
# Encode portfolio distribution into quantum state
portfolio_state = self.encode_portfolio_to_amplitude()
# Apply quantum Monte Carlo operator
grover_operator = self.construct_grover_oracle(confidence_level)
# Estimate probability amplitude
risk_estimate = self.amplitude_estimation(
state_preparation=portfolio_state,
grover_operator=grover_operator,
precision=1e-4,
shots=10000
)
# Post-process with classical Cornish-Fisher expansion
return self.cornish_fisher_correction(risk_estimate)
def real_time_stress_testing(self, scenarios):
"""
Parallel evaluation of thousands of stress scenarios
using quantum amplitude encoding
"""
# Encode scenarios in superposition
scenario_superposition = self.encode_scenarios(scenarios)
# Apply stress transformation in parallel
stressed_portfolio = self.apply_stress_transform(
scenario_superposition,
parallel=True
)
# Measure results using quantum counting
return self.quantum_counting(stressed_portfolio)
Zero-Downtime Migration Protocol
-- Zero-downtime quantum migration transaction
BEGIN TRANSACTION QUANTUM;
-- Phase 1: Shadow processing (parallel quantum computation)
CREATE SHADOW TABLE policies_quantum AS
SELECT *, quantum_risk_score(policy_data) AS q_score
FROM legacy_policies
WHERE migrated = false;
-- Phase 2: Dual-write consistency
CREATE TRIGGER quantum_sync
AFTER UPDATE ON legacy_policies
FOR EACH ROW
EXECUTE PROCEDURE quantum_replicate(
operation = 'UPDATE',
new_data = NEW,
consistency_level = 'quantum_causal'
);
-- Phase 3: Quantum-primary cutover
ALTER TABLE legacy_policies
ADD CONSTRAINT quantum_consistency
CHECK (migration_state IN ('classical', 'quantum', 'hybrid'));
-- Phase 4: Legacy deprecation
-- Classical systems become read-only backup
COMMIT TRANSACTION QUANTUM;
Phase 3: Production
- Deploy full-scale QPU with 1M physical qubits
- Achieve 1000 logical qubits with error rate <10⁻¹⁵
- Complete migration of all actuarial models to quantum runtime
- Deploy 15+ Expertise Pods across compliance, actuarial, CX
- Achieve quantum advantage for 100% of pricing computations
- Device-independent QKD across all facilities
- Obtain regulatory approval for quantum-based reserve calculations
- Full quantum-classical hybrid workflow automation
- Achieve $8.2M annual run-rate savings
Hardware Specifications at Scale
Resource Scaling Equations
Service Level Objectives
Performance guarantees with quantum acceleration factors across all insurance operations.
API Latency Guarantees
Failure Modes & Error Handling
Comprehensive degradation protocols for quantum-specific failure scenarios with automatic mitigation strategies.
Disaster Recovery Protocol
def quantum_disaster_recovery():
"""
Quantum state teleportation for business continuity
Pre-distributed entangled pairs enable instant state transfer
"""
# Entangled pairs pre-distributed across availability zones
bell_pairs = distribute_entanglement(
source_az='us-east-1',
target_az='us-west-2',
pairs=1000
)
def recover_quantum_state():
# Measure source qubits in Bell basis
measurement_results = measure_bell_basis(source_qubits)
# Transmit 2 classical bits per qubit
send_classical_bits(measurement_results)
# Apply Pauli corrections based on measurement
apply_pauli_corrections(target_qubits, measurement_results)
# Verify state fidelity exceeds threshold
fidelity = verify_state_transfer(source_state, target_state)
return fidelity > 0.999 # Recovery successful
return recover_quantum_state()
Technical Deliverables
Quantum Circuit Libraries
- Insurance mathematics quantum primitives (VaR, stress testing, pricing)
- Quantum graph neural networks for fraud detection
- Amplitude estimation routines for Monte Carlo acceleration
- Variational quantum eigensolver implementations for optimization
Integration Components
- Full API documentation (OpenAPI 3.0 specification)
- Performance benchmarking suite with classical baselines
- Integration adapters for existing tech stack (SAP, Salesforce, ServiceNow)
- Real-time A/B testing framework for quantum migration
Documentation
- Threat model documentation for quantum systems
- White paper: "Quantum Advantage Timeline for Insurance"
- Complexity analysis with crossover point calculations
- Regulatory compliance mapping for quantum-specific requirements
Request Technical Engagement
This architecture represents a fundamental rethinking of insurance computation. We are prepared to demonstrate mathematical proofs of quantum advantage for your specific use cases and provide detailed complexity analysis showing the crossover point where quantum systems outperform classical infrastructure.
Schedule Architecture Review →