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Preface
FOUNDATIONS OF QUANTUM INFORMATICS Spins: The Stern-Gerlach experiment and spin filter EPR, Bell's inequalities, and hidden variables The Landauer principle
QUANTUM COMPUTATION AND QUANTUM SYSTEMS Turing machines and binary logic gates Quantum mechanical systems Hilbert spaces Complex finite dimensional Hilbert Spaces Quantum Turing machines Universality of elementary quantum gates Quantum algorithms Quantum adder and multiplier Quantum error correction codes Lasers: a heuristic introduction Quantum computing devices and requirements
TWO-LEVEL ATOMS AND CAVITY QED Two-level atoms Quantization of the electromagnetic field Cavity QED Cavity QED for the quantum phase gate Quantum eraser Quantum disentanglement eraser
IMPERFECT QUANTUM OPERATIONS Fidelity Density matrices Time evolution of density matrices Examples of master equations Fidelity calculations
ION TRAPS Introduction Ion qubits Summary of ion preparation Coherence Quantum gates Large scale confined-ion quantum computer Trap architecture and performance Teleportation of coherent information Experimental DFS logic gates Quantum error correction by ion traps Summary of ion quantum computation
QUANTUM LOGIC USING COLD, CONFINED ATOMS Introduction Atom trapping and detection Atom interactions with external fields Atom trapping Qubits and gates Controlled two-qubit gates Coherence properties of atom gates Assessment
QUANTUM DOTS QUANTUM COMPUTING GATES Introduction Electrons in quantum dots microcavity Coupled electron spins Biexciton in a single quantum dot Conclusions
LINEAR OPTICS COMPUTERS Classical electrodynamics - Classical computers Quantum electrodynamics - Quantum computers Teleportation Summary and outlook
SUPERCONDUCTING QUANTUM COMPUTING DEVICES Introduction Superconductivity More on Cooper pairs and Josephson junctions Superconducting circuits: classical Superconducting circuits: quantum Quantum gates Measurement
NMR QUANTUM COMPUTING Nuclear magnetic resonance Basic technology with NMR Solid state NMR Shor's algorithm and its experimental realization Quantum algorithm for lattice-gas systems Conclusion
Appendix A: The Fock-Darwin States Appendix B: Evaluation of the exchange energy Appendix C: Transformation of quantum states: SU(2) and SO(3)
Appendix D: The Homeomorphism from SU(2) to SO(3)
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Christopher Philippo
reviewed Quantum Computing Devices: Principles, Designs, and Analysis on April 10, 2017
Quantum Computing Devices
John Polkinghorne demonstrates that the way scientists approach the search for truth in physics is allegorical to the approach theologians use in the same search. He is careful not to push the allegory too far and notes some important differences between the two disciplines.
Consider, "do we believe in order to understand or understand in order to believe." These questions were similarly helpful in both physics and theology. The dilemma was answered historically as, both. An ideology was developed that Polkinghorne refers to as critical realism. This is reasonably imagining a solution without the presents of empirical data. This leads to a motivation to use both experiment and experience in the search for truth.
The critical thinking skills that had to be developed in order to lead to the quantum theory is allegorical of how theologians come to learn of an inconceivable God. What might seem illogical or even ridiculous to the uninformed could just be thinking "outside the box" so to speak. Two forms of rational enquiry developing similar skills searching for truth.
Polkinghourne sees truth pointing toward the historical resurrection of Jesus. This event is central to our understanding of God.
To quote. "The purpose of this book is to purse further the analogies between the scientific investigation of the physical world and theological exploration of the nature of God."
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