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    Review of 'Introduction to irregular sequences and functions'

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    5
    Introduction to irregular sequences and functionsCrossref
    It is good subo
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    		Mathematics

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    Introduction to irregular sequences and functions

    Mfanufikile Mbele (2024)
    The current document is the main document after the prelude: introduction to irregular sequences and functions. Be alert to the introduction of the control function which was borrowed from computer science where it is used to concatenate strings. We used it more algebraically in this paper. We have also introduced the cardinality of n, which is used here to enumerate the number of repeats of the independent variable. It is used as well in sets but in a bit different way. In sets it provides the count of members in a set.
    Article 0 comments Cited 0 times    Rated -3 of 5. – based on 1 reviews
    Preprint version 2 (Latest)
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      DOI:: 10.14293/S2199-1006.1.SOR-MATH.AHU9O5.v1.RDSDXB
      License:
      This work has been published open access under Creative Commons Attribution License CC BY 4.0, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. Conditions, terms of use and publishing policy can be found at www.scienceopen.com.

      ScienceOpen disciplines: Mathematics

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      It is good subject.

      Good luck 

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      wrote:

      Thank you for your review of "Introduction to irregular sequences and functions". Your review will remain as your credit on this preprint article. Your review serves as an indicator of your love and passion to mathematics and an indicator of your support in advancing this field of science. Thank you again.

      2025-01-23 17:44 UTC
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      wrote:

      Thank you for your review of "Introduction to irregular sequences and functions". Your review will remain as your credit on this preprint article. Your review serves as an indicator of your love and passion to mathematics and an indicator of your support in advancing this field of science. Thank you again.

      2025-01-23 17:43 UTC
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      Version and Review History
      1
      Preprint version 2
      Reviewed by Faraj .A. Abdunabi
      Preprint version 1