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2. (a) Consider the ternary code C = {00000001, 12121001, 21212000, 11001222}. Find the greatest number of errors that C can correct. [6 marks]
2. (a) Consider the ternary code C = {00000001, 12121001, 21212000, 11001222}. Find the greatest number of errors that C can correct. [6 marks] (b) Suppose C is a linear code and suppose d(C) is odd. Suppose ec is the greatest number of errors that C can correct and so is the greatest number of errors that C can detect. Then, prove that 2 1+(c + sc) = wt(C) [10 marks]
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Foundations of Mathematical Economics
Authors: Michael Carter
1st edition
262531925, 978-0262531924
