Complex Analysis #5 (M.Imp.) | Milne Thomson Method | Construction of Analytic Function

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This Videos lecture will cover
1. Understanding Construction of Analytic Functions by using Milne Thomson Method.
2. Solving to Numerical Problems to find Analytic Function f(z) and Imaginary Part v for a given Real Part u.

Check the Complete Playlists on the Topics

1. Matrix & its Applications
2. Differential Calculus
3. Partial Differentiation
4. Multiple Integral & its Applications
5. Vector Calculus
6. Ordinary Differential Equations
7. Partial Differential Equations & its Applications
8. Laplace Transform & Its applications
9. Fourier Series & Transform
10. Probability
11. Complex Analysis

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fazilkhan
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RajanRajan-hhqq
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Mr.Mathejit
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GovindKumar-sjdn
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pass
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Thank u so much sir i have watched all online lecture of complex analysis

fazilkhan
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Sir apka explanations bhot easy h m ppr k last day pdhkr gya sbbb axhe s hogya

shashankhatwal
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kajalsindher
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pm-divyapandey
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Sir Alan bahoot accha samjhate hai🤗

uvaiskhan
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Sir aap bahut acha samjhate ho.... love from NIT-A sir

SurajVermaNITA
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Sir, my question is why constant is applied with imaginary part as it does not contain any iota term.
Thank you very much sir your lecture helped me a lot

gopalanand
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Sir pata ni aapki video dekh leta hu, aur channel ko like, share, subscribe karna bhul jata hoon. Aap bich - bich mae yadd dilate raha kariye

kamalsahu
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शानदार लेक्चर
सर Pls आप csir maths के लेक्चर भी लीजिए
Ur Way of teaching is very good

marshadali
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Very easy to way your explanation thank you so much 🙏🙏🙏🙏

sitoothakur
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sir u are really working hard . all the best for upcoming

Lawdasur
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please sir also add delhi university questions, many students are waiting for your kind work

GenuineVideo
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Sir in topic pr video bnaye plzzz Sir
Complex Analysis
. Periodic function
. Elliptic functions and its properties
. Weistree function phi(z)
. D.E satisfied by phi(z)
. Integral formula for phi(z)
. Addition theroren for phi(z)
. Duplication formula for phi(z)
. Elliptic functions in terms of weistrass
Functions witha tha same periods
. Quasi periodic function the zeta and sigma function of weirstraa .
. Jacobian elliptic function and its properties

entertainmentforall
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there is a mistake at 27:31 -integration of e^2z/2 dz = e^2z/4

NoLimitsSid
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Sir plz correctly explain the basic formulas.. What you used in the problems 🙂

vishnuyadavvishnuyadav