Authors :
Muhammad Zakir
Volume/Issue :
Volume 8 - 2023, Issue 2 - February
Scribd :
https://bit.ly/42lsHMm
DOI :
https://doi.org/10.5281/zenodo.7730986
Abstract :
This paper will analyse the existence of sequence
space and function space.It will be proved that these two
spaces form a normed space in general and an inner
product space in particular.Similarly, the space of linear
operators will be introduced. Next, we will define the finite
operator and prove its properties and give some examples
related to the problem
Keywords :
Linear operators, bounded operators, sequence spaces, integrable function spaces
This paper will analyse the existence of sequence
space and function space.It will be proved that these two
spaces form a normed space in general and an inner
product space in particular.Similarly, the space of linear
operators will be introduced. Next, we will define the finite
operator and prove its properties and give some examples
related to the problem
Keywords :
Linear operators, bounded operators, sequence spaces, integrable function spaces
