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is an element from the T 1 matrix, tjk is the tau-a where x correlation between X j and X k and tky is the tau-a correlation between X k and the criterion, Y. When an OMR sample weight is de ned as a linear combination, then the variance of the weight can be obtained by computing the variance of a linear combination (see Cliff, 1987, pp. 53 60). The formula for the variance of a linear combination of wj is

CFURLRef injectionURL = NULL; if( !err ) { injectionURL = CFBundleCopyResourceURL(frameworkBundle, CFSTR( mach_inject_bundle_stub.bundle ),NULL,NULL); if( !injectionURL ) err = err_mach_inject_bundle_couldnt_find_injection_bundle; }

of them are encrypted and the rest are left in the clear Most of those are lightweight solutions that provide low level of security Interested readers can look at Refs 28 and 30 for some details on the security analysis and possible attacks Format Compliant Encryption When a bitstream is scrambled, the original format of the bitstream may be compromised if care is not taken This is especially serious for compressed multimedia datastreams If scrambling destroys certain inherent structure, compression ef ciency can be compromised Let s look at a simple example Assume we encrypt only the I-frames of MPEG video using intrablock DCT coef cient shuf ing; that is, we shuf e the DCT coef cients within each DCT block Notice that MPEG uses several attributes/characteristics of DCT coef cients when encoding a coef cient block.

since F ( ) is zero outside the band 2 W 2 W . If we consider 1 samples spaced 2W seconds apart, the value of the signal at the sample points can be written f n 2W = 1 2

For instance, typical video frames often have many coef cients that are zero valued, especially after requantization The high-frequency AC coef cients are likely to be small or zero It is highly probable that a cluster of consecutive AC coef cients are all zero MPEG effectively uses this property by sending the coef cients in an optimum order, by describing their values with Huffman coding, and by using run-length encoding for the zero-valued coef cients to achieve a signi cant reduction in bitrate Assume a low-bit-rate video transmission over wireless network As a result of shuf ing, some clustered zero coef cients may be shuf ed apart, resulting in increasing bit rate To guarantee a full compatibility with any decoder, the bitstream should be altered only at places where it does not compromise the compliance to the original format This principle is referred to as format compliance.

Design of formatcompliant encryption algorithms has to take into account the following factors: security requirement, original format of the bitstream and its coding structure, computational overhead, bit rate, bitstream partition capability, error resilience capability, channel adaptation capability, and the tradeoffs between each pair Wen et al [35] gave a general framework for format-compliant encryption They particularly pointed out that the encryption of a variable-length coding (VLC) codeword may not result in another valid codeword and hence designed a more suitable.

1956 2001:

Research in clinical psychology has evolved beyond attempts to answer fairly simple and straightforward questions examining main effects. For example, research questions such as does psychotherapy work better than no treatment have been duly addressed. We know that psychotherapy does indeed work and that psychological interventions from a biopsychosocial perspective appear to be superior to no intervention or more limited interventions (e.g., medication alone). Therefore more complicated and sophisticated research designs and questions are being implemented today. These research questions tend to look for interactions rather than main effects, for example, under which conditions, with which patients, treated by which therapists, and using which techniques will interventions work best. As clinical psychology has evolved and matured, the need for newer research designs and methodologies has led to a move toward

Also, a list of quantitative metrics is given that can be used to assess the performance of any of these routing protocols: 1. 2. 3. 4. End-to-end data throughput and delay Route acquisition time Percentage out-of-order delivery Efficiency

1 . 1/ (C/ N 0 )(u) + 1/ (C/ N 0 )(d)

. . . . . . . . . . . . . . 477 478 478 479 479 480 480 481 481 483 486 488 497 498