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The simulation time or simulated time of a simulation is the value of the parameter time that is used in the simulation program, which corresponds to the value of the time that would have been valid in the real system. The run time is the time it takes to execute a simulation program. Difference is often made between wall-clock time and process time;

Some of the larger BIOS manufacturers are Award, AMI (American Megatrends, Inc.), and Phoenix. All three manufacturers license their BIOS ROM to motherboard manufacturers and leave the support of the BIOS to the motherboard manufacturers. At one time, AMI was the sole provider of BIOS ROM chips to Intel, the market leader of motherboards. However, more than 80 percent of the motherboards on the market are Intel boards with a Phoenix BIOS. Award was bought by Phoenix in 1998, and Phoenix now markets the Award BIOS brand with the Phoenix name.

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Process pl begins to update the value of v , by first reading it, then modifying it (perhaps by simply incrementing the value that it obtained), and finally saving this updated value in v But between pl reading and again saving the value of v , process p2 updates v , by saving some value in it When pl saves its modified value of v , the update performed by p2 is thus lost, which is almost certainly not what was intended The lost update problem is a very real issue in the design of programs that communicate through shared data structures.

So, if we do not treat communication in such a 'low-level' way, then how is communication treated by the agent community In order to understand the answer, it is helpful to first consider the way that communication is treated in the objectoriented programming community, that is, communication as method invocation Suppose we have a Java system containing two objects, 01 and 0 2 , and that 01 has a publicly available method m l Object 0 2 can communicate with 01 by invoking method ml In Java, this would mean 0 2 executing an instruction that looks something like 01 ml(arg), where arg is the argument that 0 2 wants to cornrnunicate to 01 But consider: whch object makes the decision about the execution of.

In this expression, however, we see only normalising constants appearing that belong to the M-th column in the tabular computational scheme. Since the last column must always

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The kurtosis is a dimensionless quantity. It measures the relative peakedness or atness of a distribution. A distribution with positive kurtosis is termed leptokurtic (super-Gaussian). A distribution with negative kurtosis is termed platykurtic (sub-Gaussian). The normalized kurtosis of a distribution is de ned in terms of the 2nd- and 4th-order moments as (y) = m4 3, m2 2 (6.94)

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in the second line of (2.34).

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