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Another common file system operation is renaming files or directories. The names Empty Folder and Empty File are not very useful for real-world directories and files. To rename a file or directory in the File System Explorer application, double-tap on the file or directory to be renamed. A small text entry field appears containing the name of the selected file or directory. You can then type the new file or directory name in this



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Doing personality research: How can feminist theories help Address presented at the annual meeting of the American Psychological Association, Toronto, Ontario, Canada Stewart, A J, Franz, C E, & Layton, L (1988) The changing self: Using personal documents to study lives Journal of Personality, 56, 41 74 Stolorow, R D, & Atwood, G E (1979) Faces in a cloud: Subjectivity in personality theory New York: Aronson Stone, W F, & Schaffner, P E (1988) The psychology of politics (2nd ed) New York: Springer-Verlag Stouffer, S A (1930) An experimental comparison of statistical and case history methods of attitude research Unpublished doctoral dissertation, University of Chicago..





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Example 12.2.9 Suppose that we have the same constraints as in Example 12.2.8, but EXi Xj = Kij only for some restricted set of (i, j ) A. For example, we might know only Kij for i = j 2. Then by comparing (12.22) and (12.23), we can conclude that (K 1 )ij = 0 for (i, j ) Ac (i.e., the entries in the inverse of the covariance matrix are 0 when (i, j ) is outside the constraint set). 12.3 ANOMALOUS MAXIMUM ENTROPY PROBLEM

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3.7 A binary linear cyclic block code with a code length of n = 14 has the generator polynomial g(X) = 1 + X 2 + X 6 . (a) Determine the number of information and parity check bits in each code vector. (b) Determine the number of code vectors in the code. (c) Determine the generator and parity check matrices of the code. (d) Determine the minimum Hamming distance of the code. (e) Determine the burst error-correction capability of the code. (f) Describe briefly how to encode and decode this code. 3.8 For a given binary linear cyclic block code Ccyc (15, 11) generated by the polynomial g(X) = 1 + X + X 4 , (a) determine the code vector in systematic form of the message vector m = (11001101011) and (b) decode the received vector r = (000010001101011).

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Callousness Contemptuousness Egocentrism Exploitation Irresponsibility Lack of Empathy Remorselessness Sadism

Source: Compiled from Young, Klosko, & Weishaar, 2003.

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Polynomial pool based key predistribution can be considered to be a combination of the polynomial-based key predistribution [28] with the aforementioned random key predistribution techniques based on key pools. Instead of using a pool of random keys, this approach employs a pool of random polynomials. Due to the nice threshold property provided by the polynomial-based key predistribution, the polynomial pool based approach offers more resilience against compromised nodes. In the following, before discussing this approach, we rst give an overview of polynomial-based key predistribution. 5.3.3.1 Polynomial-Based Key Predistribution Polynomial-based key predistribution [28] was developed for group key predistribution. Since our goal is to establish pairwise keys, for simplicity, we only discuss the special case of pairwise key establishment in the context of sensor networks. To predistribute pairwise keys, the (key) setup server randomly generates a bivariP ate t-degree polynomial f (x, y) ti, j 0 aij xi yj over a nite eld Fq , where q is a

property: value;

the SSBLOCKS is greater than zero. The larger the SSBLOCKS in a randomized block factorial design are, the greater the reduction in the SSRESIDUAL.

+ D)

Simplicity:

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