RELATIVE ORDER AND RELATIVE LOWER ORDER OF BICOMPLEX VALUED ENTIRE FUNCTIONS

Authors

  • D. Dutta Department of Mathematics, Lady Brabourne College, Beniapukur, Kolkata - 700017, West Bengal, INDIA Author
  • S. Jana Department of Mathematics, Vivekananda College (Thakurpukur), Thakurpukur, Kolkata - 700063, West Bengal, INDIA Author
  • S. K. Datta Department of Mathematics, University of Kalyani, Kalyani, Nadia - 741235, West Bengal, INDIA Author
  • P. Sen Department of Mathematics, Om Dayal Group of Institutions, Uluberia, Howrah - 711316, West Bengal, INDIA Author
  • M. Sarkar Department of Mathematics, Fakir Chand College (Diamond Harbour), South 24 Parganas - 743331, West Bengal, INDIA Author

DOI:

https://doi.org/10.56827/qdv1j637

Keywords:

Bicomplex valued entire function, Relative order, Relative lower order, Idempotent representation

Abstract

The main target of this paper is to define the relative order and relative lower order of a bicomplex valued entire function so that growth of any bicomplex entire function with respect to another entire function can be measured easily. In this paper our objective is to explore some basic properties in connection with the sum and product of relative order and relative lower order of bicomplex entire functions. Also, some examples are provided corresponding to the relative order and relative lower order of bicomplex valued entire functions.

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Published

12-10-2026