
doi: 10.1155/2014/471437
We will introduce the concept ofm- and(λ,m)-uniform density of a set andm- and(λ,m)-uniform statistical convergence on an arbitrary time scale. However, we will definem-uniform Cauchy function on a time scale. Furthermore, some relations about these new notions are also obtained.
\(m\)-uniform density, time scales, QA1-939, \((\lambda, m)\)-uniform density, \((\lambda, m)\)-uniform statistical convergence, \(m\)--uniform statistical convergence, Mathematics, Ideal and statistical convergence
\(m\)-uniform density, time scales, QA1-939, \((\lambda, m)\)-uniform density, \((\lambda, m)\)-uniform statistical convergence, \(m\)--uniform statistical convergence, Mathematics, Ideal and statistical convergence
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