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Subject: Process Payroll Transactions 1 PURPOSE AND SCOPE This procedure is used to guide the human resources coordinator or accounting staff through the payroll process 2 RESPONSIBILITIES HR COORD 3 PROCEDURES 31 HR COORD Processing Steps 1 Review all Request for Time Off forms that have been submitted during the most recent pay period 2 Compare time-off requests to the accrued amounts for each employee, as noted in the payroll detail report for the last pay period Notify employees if they do not have enough accrued vacation time available to fulfill their requests Then process the portion of time they DO have available into the payroll 3 Collect all requests for employee transfers to different departments and enter this information into the payroll software 4 Enter all manual check payments for the current period into the payroll software 5 Collect all requests for pay changes Verify that there are authorized signatures on the pay change forms Then enter the changes into the payroll software 6 Collect all information regarding terminated employees Calculate final payments due (if they have not already been paid with manual checks) and enter these final amounts into the payroll software 7 Compare the garnishments file to the detailed payroll records from the last payroll period to see if any changes are needed to current employee deductions If so, make those changes in payroll software Human Resources Coordinator

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Also, since the sample points are disjoint, we can compute the probability we see exactly two defective items as P(GGDDG) +P(DGDGG)+P(DGGDG)+P(DGGGD)+P(GDGGD)+P(GGDGD) +P(GGGDD) + P(GDGDG) + P(GDDGG) + P(DGDGG) = 000097 Note that the probability above must be 10 P(GGDDG) = 10 (099)3 (001)2 since each of the 10 orders shown above has the same probability Note also that 10 (099)3 (001)2 is a term in the binomial expansion (099 + 001)10

cute the test (the t i m e s parameter) and the degree of parallelism (the p parameter) Running the test multiple times during the measurement is a good way to normalize deviations in the statistical output More clever sta tistical techniques can be used, such as eliminating outliers, examining stan dard deviation to pinpoint nondeterminism in tests, and the like, but this example is a useful and simple starting point

Amdah l's Law An often cited problem with parallel speedups is called Amdahl's Law (see Further Reading, Amdahl) This law states something that will seem obvi ous once you understand it The ability of a parallel algorithm to exhibit speedup over its sequential counterpart is inherently limited by the remain ing sequential parts after parallelization At some point, even if the paral lel parts scale perfectly, the sequential parts still remain and still take just as long to execute as they did before Taking a more holistic view, an entire program's performance increase due to parallelism will inherently be limited by its sequential portions

This is unavoidable Even an algorithm that is embarrassingly parallel-that is, it will scale linearly-will have some amount of over heads associated with forking and joining work More formally, if 5 is the percentage of execution time that remains sequential (ie, 1 - 5 is the percentage that has been parallelized), and P is the degree of parallelism, then the maximum theoretical speedup you can expect to see is 1 (1 - 5) P

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