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These new sequence spaces are the generalization of the sequence spaces defined in [7] and [20].
These new sequence spaces are the generalization of the sequence spaces defined in [22, 23] and [19].
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In fact, in [14] and [15], Özgür found two sequences, which are the generalization of the Fibonacci sequence and the Lucas sequence, in the Hecke groups H , λ ≥ 2 real.
The next lemma is the generalization of the minimizing sequence property for types defined by the sequences in Lemma 4.3 in [6] to the one-parameter semigroup case.
The next lemma is the generalization of the minimizing sequence property for types defined by sequences in Lemma 4.3 in [1] to the one-parameter case in modular function spaces.
It is easy to verify that the spaces are just Orlicz sequence spaces, and Orlicz sequence spaces are the generalization of the spaces.
The external validation enabled evaluating the generalization of the results.
The generalization of the model, however, needs to be studied.
Hence, the generalization of the findings is limited.
Thus, the generalization of the results to females is unwarranted.
Some methodological aspects limit the generalization of the findings.
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