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An experts systems must perform well that is achieve the same levels of performance in the domain of interest that human experts can achieve. But simply producing good solutions is not enough. Real experts not only produce good solutions but often find them quickly while novices tend to take much longer to find the same solutions. Thus an expert systems must be skilful apply its knowledge to produce solutions both efficiently and effectively suing the shortcuts or tricks that human experts use to eliminate wasteful or unnecessary calculations. To truly mimic a human experts an experts system also have robustness. This means having not only depth in subject but breadth as well.
Attributes are declarative tags in code that put in additional metadata into an assembly.
Why a function should have at least one input? There is no strong reason for this in verilog. I think this restriction isn't removed fin SystemVerilog. Some requirements where
Discuss the classifications of switching systems. The categorizations of switching systems are specified in the block diagram given below:
What is store program control (SPC)? In stored program control systems, a set of instructions or program to the computer is stored in its memory and instru
Somehow, the worksheet has external links to files that are no longer around. How can we delete the links? Ans) This happens all of the time to MrExcel. I downloaded a little
I need help on my assignments that i need to submit in 10 days. There are total 3-4 assignments on two different subjects: 1) 2-3 assignments in Operating Systems and 2) 1-2 assign
which two class die class contain in computer programing.
The addressing specially used by Transport Layer is? The addressing particularly used through transport layer is application port address.
There can be more than one node at the highest level in the structure. False. One can describe only single node at the highest level in the structure on LDB
a) Prototype a macro known AP which takes 4 integer parameters n (number of terms), a (first term), l (last term) and Sum (sum of n terms), provided that: Sum = (a+l)*n/2 b)
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