Classification of Singularity in Complex Analysis | CUET PG Mathematics 2024 | L-4
In this video we will discuss about the tricks to identify Classification of Singularity in Complex Analysis with all the concepts and tricks required to solve questions in seconds.
Singularities in complex analysis are classified into three types:
Removable singularities: These singularities can be removed by redefining the function at the singular point.
Poles: These singularities are characterized by the fact that the function can be approximated by a rational function with a finite number of negative powers of the independent variable near the singular point.
Essential singularities: These singularities are the most complex type of singularity, and they cannot be approximated by a rational function near the singular point.
If you are preparing for CUET PG Exam then this session is very helpful for you and it will help you to score good.
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