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where hi is the ith column of this matrix. If a codeword c = (c0 , c1 , . . . , cn 1 ) has a weight pH , then there exist pH non-zero components in that vector ci1 = ci2 = = ci pH = 1, for which 0 i 1 < i 2 < < i pH n 1. Since c HT = 0 then c0 h0 c1 h1 cn 1 hn 1 = ci1 hi1 ci2 hi2 ci pH hi pH = hi1 hi2 hi pH = 0 Similarly, the second part of the theorem can be demonstrated. The following corollary is then derived: Corollary 2.7.1: For a linear block code Cb (n, k) completely determined by its parity check matrix H, the minimum weight or minimum distance of this code is equal to the minimum number of columns of that matrix which when added together result in the all-zero vector 0. Example 2.13: For the linear block code Cb (7, 4), as seen in previous examples, whose parity check matrix is of the form 1 0 0 1 0 1 1 H = 0 1 0 1 1 1 0 0 0 1 0 1 1 1 determine the minimum distance of this code. It can be seen that the addition of the rst, third and seventh column results in the all-zero vector 0. Hence, and because the same result cannot be obtained by the addition of only two columns, the minimum distance of this code is dmin = 3. (40)

13.264 10.064

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All data produced by the HACCP plan must be kept on le for easy consultation by the team, auditors, and government food inspection authority agents to provide evidence of appropriate safety control. This is extremely valuable in order to prove existing effective HACCP practices and due diligence for court trials. Also, all records that can provide evidence that preventive measures are effective to eliminate or reduce hazards to an acceptable level in the HACCP plan at CCPs, GHP/ GMP, or other preventive measures are used for HACCP plan validation. Revalidation will be required when there are failures or when new information becomes available that suggests the HACCP plan may be inadequate, or when signi cant changes occur in an operation (Scott 2005). All data from records must be treated and analyzed afterward to improve the HACCP plan.

P(i) = 1

This chapter discusses the two major financial statements the balance sheet and the income statement. In hospitality operations, balance sheets are normally prepared for an overall operation, and income statements are prepared by each of the subordinate operating departments (or divisions). Two basic classifications of costs, direct and indirect, are incurred in a hospitality operation. Departmental income statements report operating costs that are classified as direct costs, that are directly traceable to the department. Indirect costs are costs that are not easily traceable to a specific department, and are usually undistributed costs. Undistributed costs are normally incurred to support the overall facility and will normally appear on a summary income statement. All costs shown in a generic income statement will be shown as cost of sales, and named expenses. Cost of sales was discussed in an example in 1. Calculating the cost of sales will be expanded in this chapter. Four methods of calculating the value of inventory will be discussed and how to adjust the cost of food and beverages used to arrive at net cost of sales will be explained. These adjustments may include interdepartmental transfers, as well as adjustments for employee and promotion meals. Responsibility accounting will be introduced and discussed for profit and cost centers. Allocation methods used to distribute indirect costs to departments will be discussed, as will the effect that a change to sales mix among departments would have on overall profit. A sample balance sheet will be illustrated. An account called retained earnings is demonstrated as the link between the income statement and balance sheet in a corporate

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