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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.
Distributivity of Connectives : In our last analogy with arithmetic will involve a very well-technique need for playing around with algebraic properties. But assume there if w
Why is TCP called end-to-end protocol? TCP is termed as an end-to-end protocol as this provides a connection directly by an application in one computer to an application on a r
Which of the memories stores the most number of bits ? Ans. most number of bits stores in 32M x 8 As 2 5 x 2 20 = 2 25 Therefore 1M = 2 20 = 1K x 1K = 2 10 x 2 10
Q. Benefits of Device controllers? Using device controllers for attaching I/O devices to a computer system in place of connecting them directly to system bus has subsequent ben
What is a Match Code? Match code is a tool to help us to find for data records in the system. Match Codes are an proficient and user-friendly search aid where key of a record i
Which of the memory is volatile memory ? Ans. A volatile memory is RAM. Term Volatile memory implies the contents of the RAM get erased as soon as the power goes off.
Specifying Constraint Problems: However as with most successful "AI" techniques there constraint solving is all about solving problems as: somehow phrase the intelligent task
What are the modes in which any update tasks work? Synchronous and Asynchronous.
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Write a program to find the area under the curve y = f(x) between x = a and x = b, integrate y = f(x) between the limits of a and b. The area under a curve between two points can b
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