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- W2132038253 abstract "paper proposes an algorithm to derive a general formula to count the total number of onto functions feasible from a set A with cardinality n to a set B with cardinality m. Let f:A→B is a function such that │A│=n and │B│=m, where A and B are finite and non-empty sets, n and m are finite integer values. To count the total number of onto functions feasible till now we have to design all of the feasible mappings in an onto manner, this paper will help in counting the same without designing all possible mappings and will provide the direct count on onto functions using the formula derived in it." @default.
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- W2132038253 date "2012-05-31" @default.
- W2132038253 modified "2023-09-24" @default.
- W2132038253 title "An Algorithm to Count onto Functions" @default.
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