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Using the concept of a D-admissible mapping, we can establish the fixed point result for Ćirić quasi-contraction mappings in a different way.
For a single mapping, we can easily conclude the following.
Supposing this mapping we can assign objects to every variable occurring in a term.
For the existence of the mapping, we can find the details in [9].
Letting and, the identity mapping, we can obtain from Theorem 2.1 the following result immediately.
If R : X → X is the identity mapping, we can deduce easily the following common fixed point results.
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By a single run of a map function, we can obtain all k-mers and reverse-complement k-mers of a sequence.
From the 1891 Sanborn Map, we can see four addresses.
"Once we have that genetic map, we can match it with the park map".
Without new maps, or rival maps, we can never know when old maps mislead.
"We know where everyone lives, we can look at it on a map, we can see shifts, we can see how things go, move and operate.
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