Question

Difference between regular singular points and singular points

Answer 1

Regular Singular Point ; If and remain finite at , then is called an ordinary point. If either or diverges as , then is called a singular point. If either or diverges as but and remain finite as , then is called a regular singular point (or nonessential singularity).

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Answer 2

Answer:

Regular Singular Point. If and remain finite at , then is called an ordinary point. If either or diverges as , then is called a singular point. If either or diverges as but and remain finite as , then is called a regular singular point

Step-by-step explanation:

Regular Singular Point. If and remain finite at , then is called an ordinary point. If either or diverges as , then is called a singular point. If either or diverges as but and remain finite as , then is called a regular singular point