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conjugate of the reconstructed image exists in the region R due to the real-valued CGH transmittance. Since the binary CGH has cell magnitude equal to unity, it is important that the desired image is scaled so that its DFT is normalized to allow a direct comparison to the reconstructed image h m; n . The total CGH is divided into m n subholograms, or blocks, where m M=A and n N=B: m and n are guaranteed to be integers if M, N, A, and B are all powers of two. Utilizing decimation-in-frequency [Brigham, 1974], the blocks are interlaced such that the a; b th block consists of the cells mk a; nl b , where 0 k A 1, 0 l B 1, 0 a m 1, and 0 b n 1. Figure 16.15 shows an example with m n 2. De ning H k; l as the sum of all the subholograms, the expression for the reconstructed image becomes h m; n X N 1 1 M 1 X mk nl H k; l WM WN MN k 0 l 0 16:5-1

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non-immediate) When President Clinton was asked in the Paula Jones case whether Monica Lewinsky was lying when she told someone that she had a sexual affair with him that started in November 1995, Clinton answered: It s certainly not the truth It will not be the truth (The Independent, 30 July 1998, p 14) Disassociation with the statement could nally lead to providing short answers Cognitive Effort Fabricating a lie can be dif cult, particularly if the liar has no opportunity to prepare him/herself When liars experience dif culty in fabricating a lie, their speech content may give the lie away For example, a lack of creativity in fabricating a lie could lead to a shortage of speci c detail, and this may result in using more generalising terms, fewer self-references, or shorter statements.

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Also, liars may not succeed in fabricating a convincing lie and the lie may therefore sound implausible Furthermore, liars may not be able to think of something that will assure them of getting away with the lie and therefore may decide to avoid getting into details, and say something evasive, unclear, or irrelevant (eg, non-immediate) Another cognitively demanding aspect of lying is that liars need to remember what they have said before so that they are able to repeat the information when they are asked to tell their stories again Memory failures may lead to liars contradicting themselves or being inconsistent (ie, not the same details are repeated over time) Attempted Control Liars may also actively attempt to avoid producing statements that are self-incriminating They then face a dilemma.

the boiling water and cook until the noodles are tender, about 8 minutes. Drain the water from the macaroni using a strainer.

The safest strategy is to keep silent, because when liars do not say anything, their speech cannot give their lies away However, liars may well refrain from remaining quiet because they may realise that this will appear suspicious The best solution therefore could be to give a statement that provides the observer with as little lie-catching opportunities as possible Liars could achieve this by using general, non-speci c language They could further achieve this by not referring to themselves, by providing short statements that do not provide too much detail or by giving irrelevant non-immediate information as a substitute for information that the deceiver does not wish to supply.

The interactions of infrared radiation with matter may be understood in terms of changes in molecular dipoles associated with vibrations and rotations. In order to begin with a basic model, a molecule can be looked upon as a system of masses joined by bonds with spring-like properties. Taking rst the simple case of diatomic molecules, such molecules have three degrees of translational freedom and two degrees of rotational freedom. The atoms in the molecules can also move relative to one other, that is, bond lengths can vary or one atom can move out of its present plane. This is a description of stretching and bending movements that are collectively referred to as vibrations. For a diatomic molecule, only one vibration that corresponds to the stretching and compression of the bond is possible. This accounts for one degree of vibrational freedom. Polyatomic molecules containing many (N ) atoms will have 3N degrees of freedom. Looking rst at the case of molecules containing three atoms, two groups of triatomic molecules may be distinguished, i.e. linear and non-linear. Two simple examples of linear and non-linear triatomics are represented by CO2

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