Characteristics of Algorithm
n Finiteness:
F terminates after a finite number of steps
n Definiteness:
F rigorously and unambiguously specified
n Input:
F valid inputs are clearly specified
n Output:
F can be proved to produce the correct output given a valid input
n Effectiveness:
F steps are sufficiently simple and basic.
Read more: Explain_characteristics_of_algorithmAn "algorithm" is simply a method to solve a certain problem. For example, when you use the standard method you learned in school to write down two numbers, one beneath the other, then add them, you are using an algorithm - a method that is known to give correct results in this particular case.
Every algorithm is defined by five key characteristics—finiteness, definiteness, input, output, and effectiveness—because these traits ensure clarity and functionality. Finiteness guarantees that the algorithm will eventually terminate, while definiteness specifies that each step is clearly defined. Input and output characteristics stipulate that an algorithm can accept data and produce results, and effectiveness ensures that the steps can be carried out in a practical manner. Together, these characteristics provide a framework for evaluating and implementing algorithms effectively.
Every algorithm should have the following five characteristics: 1. Input 2. Output 3. Definiteness 4. Effectiveness 5. Termination
4d + 7 = -15
Characteristics of algorithms are: Finiteness: terminates after a finite number of steps Definiteness: rigorously and unambiguously specified Input: valid inputs are clearly specified Output: can be proved to produce the correct output given a valid input Effectiveness: steps are sufficiently simple and basic.
Describe an algorithm for dividing rational numbers.
give me example in product or solution
notations used to define the efficiency of An algorithm
I've never heard the term "finiteness" applied to an algorithm, but I think that's because the definition of an algorithm includes that it must be finite. So think of any algorithm and there is your example of finiteness.
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An "algorithm" is simply a method to solve a certain problem. For example, when you use the standard method you learned in school to write down two numbers, one beneath the other, then add them, you are using an algorithm - a method that is known to give correct results in this particular case.
Every algorithm should have the following five characteristics: 1. Input 2. Output 3. Definiteness 4. Effectiveness 5. Termination
There is not "a" greedy algorithm; "greedy algorithm" is a term to describe several algorithms that have some things in common. The general idea is that at each step, you look for what seems to be, "locally", the best solution. For example, in a shortest-distance problem, look for a step that takes you closer to the destination. This may, or may not, lead to the best solution overall.
algorithm
what is the lithshpere and describe it
what is the lithshpere and describe it
If you mean "Algorithm" an algorithm is simply a set of rules, or steps to complete, which are needed to solve a particular problem. An example would be a recipe in a cookbook. A recipe is an algorithm.