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Coincidence degreee and coincidence theorems for fuzzy mappings

Fuzzy Sets and Systems, 1988
The concept of coincidence degree and some coincidence theorems for fuzzy mappings are introduced and established. The results generalize and unify previous results of the author and give a fuzzy generalization of the famous Kakutani-Ky Fan theorem.
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On the Coincidence Theorem

Proceedings of the Bulgarian Academy of Sciences
We are proving Coincidence theorem due to Walsh for the case when the total degree of a polynomial is less than the number of arguments. Also, the following result has been proven: if $$p(z)$$ is a complex polynomial of degree $$n$$, then closed disk D that contains at least $$n-1$$ of its zeros (counting multiplicity) contains at least $$\left[\frac{n-
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Coincidence

The Police Journal: Theory, Practice and Principles, 1966
Mr. Gordon's breezy story of under-cover duty in vice areas confirms what every police officer knows about truth being stranger than fiction
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Regulation of Synaptic Efficacy by Coincidence of Postsynaptic APs and EPSPs