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The capability of cheating detection of proposed scheme is discussed in Theorem 2. The proposed scheme satisfies the property of (k,n) threshold.
The capability of cheating detection in our scheme is analyzed in Theorem 2. Our scheme is able to detect cheating from k−1 cheaters.
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However, these secret image sharing schemes were not extensions of Shamir's scheme and the capabilities of cheating detection were not strong enough to prevent cheating.
Charges include "Cheating and dishonestly inducing delivery of property," and "Forgery for purposes of cheating".
I've been accused of cheating.
First, there is a risk of cheating.
But there is still plenty of cheating.
We find that increasing awareness of cheating as an option significantly increases the probability that women cheat; whereas men – who are already aware that cheating is an option – are not affected.
In order to prevent such cheating behavior, we construct a (k,n) secret image sharing scheme with cheating detection under the model of cheating detectable secret sharing scheme.
The greatest impact of cheating is to the student.
The computational complexity of cheating detection is efficient.
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