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NPSOR91024NAVAL POSTGRADUATE SCHOOL
Monterey, California
ADA240 060GRA D1DIA POLYNOMIAL TIME ALGORITHM FOR
COMPUTING THE YOLK IN FIXED
DIMENSION Craig A. ToveyAugust 1991
Approved for public release;
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01
Determine the problem you want to solve using a polynomial-time algorithm.
02
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03
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Design the algorithm using pseudocode or a programming language.
05
Analyze the time complexity of each step in the algorithm.
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Test and debug the algorithm to ensure it produces the correct results.
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Document the algorithm with clear explanations and any necessary assumptions.
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What is a polynomial-time algorithm for?
A polynomial-time algorithm is used to determine a solution to a problem in a time frame that can be expressed as a polynomial function of the size of the input data.
Who is required to file a polynomial-time algorithm for?
Individuals or entities involved in computational complexity discussions or research may be required to formalize and publish their polynomial-time algorithms.
How to fill out a polynomial-time algorithm for?
To fill out a polynomial-time algorithm, one must clearly define the problem, demonstrate the existence of a polynomial-time solution, and provide a step-by-step procedure for the algorithm.
What is the purpose of a polynomial-time algorithm for?
The purpose of a polynomial-time algorithm is to establish efficient solutions to computational problems, ensuring that resources and time are utilized effectively.
What information must be reported on a polynomial-time algorithm for?
The report on a polynomial-time algorithm should include the algorithm's description, complexity analysis, input/output specifications, and proof of correctness.
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