Lecture 3- Types of Singularities | Removable, Essential singularity & Poles | Complex Analysis
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- Опубліковано 6 лют 2025
- This is the 3rd lecture on Classification of Isolated Singularity. We shall study the criterion on the basis of which we can classify the 3 types of isolated singularities in a very simple way.
This video is for the students of Engineering Mathematics, BSc and M.Sc. Mathematics and students preparing for CSIR NET and competitive exams.
#poles #essentialsingularity #removablesingularity #singularityofananalyticfunction #complexanalysis #btechmaths #mathsbynidhi #onlinemathclasses
The best video all over the youtube for the singularity topic..
Hats off to you maam..🫡
💚
Sin(1/z) at z=0 does not exist as its value oscillate between -1 to 1 so limit does not exist hence essential singularity. It is better to not say infinity coz then pole condition will come... Apart from this very easy n accurate explanation.
Thank you
Yes
What a way ....to explain
Thank you mam....to help me...
Well done keep it up.God bless you.
Very easy to way explanation, really Nice explanation mam, thank you, thank you so much 🙏🙏 makes more videos
Tnk u mam.. It's very helpful
Bahut easy style,madam
Very nice explanation mam
Thanks for video
WOW THANK YOU! super helpful
best
❤❤❤
Removable singularity mein limit lene waqt (z-a) se multiply karna hota h na ??
Mem questions ke last me principal part kaise infinite finite ho rha please explain kr dijiye
In qs 2 it is isolated or non isolated essential singularity plz tell me
Isolated hoga , non isolated tb hota h jb pole ki limit point aaye
is it really ok, to say in third example that , as z tends to 0, sin (1/z) tends to inf, don't u think it would be better to say that limit does not exist, as it will become oscillatory, please clear
Tanz ki limit ky hogi phir😢
Cos Z zeros of order
Why does the 2nd example is essential? Isn’t it pole?because it has all the criteria of pole🤔🤔
bcoz infinite nos of terms 1/(z-z_0)