Quantum Annealer(s)
Quintillion Quantum Annealers - Annealing at Quintillion Scale
- Built To Order
- Production Ready
Automatski’s Quintillion Annealers are a class of quantum annealing systems theoretically capable of supporting up to a quintillion (10¹⁸) fully connected, error-free qubits. This scale redefines what’s possible in combinatorial optimization, simulation, and machine learning.
- Massive Connectivity: Fully connected qubits enable the direct encoding of dense problem graphs without embedding overhead.
- Error-Free Qubits: Designed for idealized performance—our architecture assumes perfectly coherent and noise-free qubit interactions at scale.
- True Annealing Physics: Unlike gate-based quantum computers, these annealers exploit quantum tunneling, entanglement, and energy landscape navigation to reach optimal or near-optimal solutions.
Quintillion Annealers are built to solve energy minimization problems in their natural form:
- Ising Models
- QUSO: Quadratic Unconstrained Spin Optimization
- PUSO: Polynomial Unconstrained Spin Optimization
Additionally, with transformation layers and formulation frameworks, they also support:
- QUBO – Quadratic Unconstrained Binary Optimization
- PUBO – Polynomial Unconstrained Binary Optimization
- QAOA – Quantum Approximate Optimization Algorithm (via hybrid mappings)
This makes them suitable for high-performance solutions in:
- Portfolio Optimization
- Drug Discovery
- Scheduling and Logistics
- Hardware-aware AI model compression
- Max-Cut, SAT, and graph partitioning problems
Breakthrough Architecture
While most current annealers struggle with scaling beyond a few thousand qubits and sparse connectivity, Automatski’s Quintillion Annealers push the frontier by:
- Eliminating the need for minor embedding
- Handling fully connected topologies natively
- Delivering practically instant convergence on complex polynomial objective functions
This is not just faster—it’s a qualitative leap in problem-solving capability.
Supports up to 1 Quintillion Fully Connected Error Free Qubits