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Today phase measurement techniques are the norm as described in the list of recent books listed above Haines and Hildebrand rst proposed contouring objects in holography using two sources (Haines and Hildebrand, 1965; Hildebrand and Haines, 1966, 1967) These two sources were produced by changing either the angle of the illumination beam on the object or the angle of the reference beam A small angle difference between the beams used to produce a double-exposure hologram creates a moire in the nal hologram which corresponded to topographic contours of the test object Further insight into two-angle holography has been provided by Menzel (1974), Abramson (1976a,b), and DeMattia and Fossati-Bellani (1978) The technique has also been used in speckle interferometry (Winther, 1983) These holographic and speckle techniques are described more in the second half of this chapter.

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It is useful to realize that these, in many cases very practical, results are derived notwithstanding the two famous results concerning inaccessibility of quantum states, namely the impossibility of distinguishing distinct quantum states (Holevo) [518] and of copying (or cloning ) an unknown quantum state (Wooters and Zurek) [519] Notable among these quantum information theoretic results with implications for practical use in quantum communication are quantum data compression, quantum superdense coding, and teleportation Together with quantum error correction, quantum data compression provides a quantum analog for the two most important techniques of classical information theory The developments of quantum superdense coding in 1992 (Bennett and Wiesner) [520] and quantum transmission by teleportation (Bennett and co-workers) [521] in 1993, have no classical analog and are thus very surprising when viewed from a classical paradigm.

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) Each increase in the number of qubits and the number of coherent operations supplies a strong test of the scalability of a QC architecture Each doubling of the number of qubits and number of quantum logic operations typically brings with it a host of new quantum technological problems, which must be addressed and solved in detail before the quantum computing architecture can be brought to the next level To optimize and test scalable quantum computers requires theoretical software that can simulate the dynamics of algorithms involving a large number of qubits Some pioneering work has been done to create perturbation theories and software that enable one to calculate the dynamics of a restricted set of logic involving a large number of qubits [635, 636] These perturbation theories are essential for minimizing the error rates of quantum computers involving more than 30 qubits.

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Teleportation allows states to be transmitted faithfully from one spatial location to the other, while superdense coding allows the classical information to be transmitted with a smaller number of resources (quantum bits) via a quantum channel A related property of quantum channels is superadditivity, namely that the amount of classical information transmitted may be increased by use of parallel channels [522, 523] Similar to the development of theoretical techniques to deal with noise in QC mentioned above, a signi cant theoretical e ort has also focused on the issues arising from communication with noisy channels Several results have emerged here, but a number of open questions still remain, and this is a very active.

Since all of these techniques are so similar, it is sometimes hard to differentiate developments in one technique versus another MacGovern (1972) provided a theory that linked all of these techniques together The next part of this chapter will explain each of these techniques and then show the similarities among all of these techniques and provide a comparison to conventional interferometry 1615 Fringe Projection A simple approach for contouring is to project interference fringes or a grating onto an object and then view from another direction Figure 1610 shows the optical.

Related theoretical progress has been in resolving dynamical issues for single-qubit measurement technologies based on magnetic resonance force microscopy, scanning tunneling microscopy, optical magnetic resonance and resolving dynamical problems for utilizing and measuring charge-based qubits using single-electron transistors and other nanodevices based on semiconductor and superconductor materials [637] In.

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