visual amusements*
Fig 1 - A quantum
register composed of three qubits can store in a given moment of time all
eight numbers in a quantum superposition 1
Fig 2 - Milestones
in the development of quantum computer technology (March 1998) 2
| Type of Hardware | Number of qubits needed | Number of steps before decoherence | Status |
| Quantum Cryptography | 1 | 1 | Implemented |
| Entanglement-based quantum cryptography | 2 | 1 | Demonstrated in lab |
| Quantum-controlled NOT-gate | 2 | 1 | Demonstrated in lab |
| Composition of quantum gates | 2 | 2 | Demonstrated in lab |
| Deutsch's algorithm | 2 | 3 | Demonstrated in NMR quantum computer |
| Channel capacity doubling | 2 | 2 | Imminent |
| Teleportation | 3 | 2 | Achieved |
| Entanglement swapping | 4 | 1 | Achieved intermittently |
| Repeating station for quantum cryptography | A few | A few | Theory not yet complete |
| Quantum simulations | A few | A few | Simple cases demonstrated |
| Grover's algorithms with toy data | 3+ | 6+ | Forseeable |
| Ultra-precise frequency standards | A few | A few | Foreseeable |
| Entanglement purification | A few | A few | |
| Shor's algorithms with toy data | 16+ | Hundreds+ | |
| Quantum factoring engine | Hundreds | Hundreds | |
| Universal quantum computer | Thousands | Thousands+ |
Fig 3 - Relationships between information science (including computer science) and quantum mechanics 6
Fig 4 - University
of Innsbruck experimental setup for quantum teleportation 4
*superscripted number following
figure descriptions corresponds to that of source in works
cited page