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vijay Grover
เข้าร่วมเมื่อ 27 ก.ย. 2015
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วีดีโอ
part 2 M.sc math previous year papers 4th semester
มุมมอง 80ปีที่แล้ว
part 2 M.sc math previous year papers 4th semester
Previous year papers m.sc 4th semester part 1
มุมมอง 44ปีที่แล้ว
Previous year papers m.sc 4th semester part 1
Functional Analysis 1 ( unit 4th , 1st pdf) pdf link in description box
มุมมอง 88ปีที่แล้ว
Functional Analysis 1 ( unit 4th , 1st pdf) pdf link in description box
Example of Norm linear space which is not complete
มุมมอง 1.6K2 ปีที่แล้ว
Example of Norm linear space which is not complete
C(X) is a Banach space under this norm ||f|| = sup.{|f(x)| ; x€X}
มุมมอง 9892 ปีที่แล้ว
C(X) is a Banach space under this norm ||f|| = sup.{|f(x)| ; x€X}
In a N.L.S every convergent seq. is Cauchy sequence
มุมมอง 1262 ปีที่แล้ว
In a N.L.S every convergent seq. is Cauchy sequence
Velocity and acceleration in term of spherical polar coordinates
มุมมอง 4622 ปีที่แล้ว
Velocity and acceleration in term of spherical polar coordinates
velocity and acceleration in term of cylinderical polar coordinates for moving with axis
มุมมอง 92 ปีที่แล้ว
velocity and acceleration in term of cylinderical polar coordinates for moving with axis
Moving axis OR velocity and acceleration component in term of Cartesian cordinate
มุมมอง 222 ปีที่แล้ว
Moving axis OR velocity and acceleration component in term of Cartesian cordinate
Hahn banach theorem Lemma proof for real & complex value functional[ part =1]
มุมมอง 3.3K2 ปีที่แล้ว
Hahn banach theorem Lemma proof for real & complex value functional[ part =1]
Three dimensional wave equation in spherical polar coordinates
มุมมอง 1.4K2 ปีที่แล้ว
Three dimensional wave equation in spherical polar coordinates
Uniform Boundedness Principal OR Banach Steinhauss Theorem
มุมมอง 4.7K2 ปีที่แล้ว
Uniform Boundedness Principal OR Banach Steinhauss Theorem
Wave equation in polar cylinderical co-ordinate s
มุมมอง 182 ปีที่แล้ว
Wave equation in polar cylinderical co-ordinate s
Riesz representation thm for bounded linear functionals on Lp.
มุมมอง 5K2 ปีที่แล้ว
Riesz representation thm for bounded linear functionals on Lp.
Riesz representation thm. for bounded linear functionals on C[a,b]
มุมมอง 3.5K2 ปีที่แล้ว
Riesz representation thm. for bounded linear functionals on C[a,b]
Solution of two dimensional wave equation
มุมมอง 3113 ปีที่แล้ว
Solution of two dimensional wave equation
solution of wave equation in Cartesian cordinate
มุมมอง 1513 ปีที่แล้ว
solution of wave equation in Cartesian cordinate
[parallel axis theorem for moment of intertia] & [parallel axis theorem for product of intertia]
มุมมอง 173 ปีที่แล้ว
[parallel axis theorem for moment of intertia] & [parallel axis theorem for product of intertia]
Riesz Fisher Theorem (functional analysis)
มุมมอง 4.9K3 ปีที่แล้ว
Riesz Fisher Theorem (functional analysis)
A N.L.S is Banach space iff every absolutely sumable series is sumable
มุมมอง 1.6K3 ปีที่แล้ว
A N.L.S is Banach space iff every absolutely sumable series is sumable
Solution of One dimensional heat equation
มุมมอง 163 ปีที่แล้ว
Solution of One dimensional heat equation
Two dimensional Laplace equation or Two dimensional steady state heat flow
มุมมอง 663 ปีที่แล้ว
Two dimensional Laplace equation or Two dimensional steady state heat flow
Solution of Two Dimensional Heat Equation OR Two Dimensional Diffusion equation
มุมมอง 823 ปีที่แล้ว
Solution of Two Dimensional Heat Equation OR Two Dimensional Diffusion equation
Is theorem ko frse smjha dijiye bhaiya
please ap video ko repeat / fast review kre i hope you understand well because cauchy, convergent,, unki sub sequence b.sc result math also use hue h ...if you feel any doubt msg.. again and thanx for visit my chennal
@vijaygrover9401 partial differential equation with application M. Sc 3rd sem mjpru mathematics ki important theorem kra dijiye
its okay.. already first two unit important question already uploaded please check playlist...
@@vijaygrover9401 7 jan 2025 ko paper h partial ka
@@ShubhiTiwari-vq9dw 80% uploaded remaining 20% as soon as possible ..trying... best of luck for your exam... th-cam.com/users/shorts8P6VPPCUHxU?si=DkHEFGr4XlzysLds th-cam.com/play/PL3Rwg2-k2PL-B26cQKd0WXCpZwGFx-75-.html&si=Gp9nuwsCmUbz8kKF
Hlo bhaiya
hnji... ..
Pahachana nahi?
@RUDRAKUMAR-f3c ok done
Sir 2nd conjugate space ki video ya pdf mil sakti h
okey...
n(n+1) kyu likha ?
let equal to some constant say n(n+1) get the solution..... so.. acc.. to condition..
NYC explain 🎉
thnx.. mam
Thanks a lott Its really helpful
Thank you sir ❤
Thanks a lot bhai ...
Thanku sir
welcome
😅
Please upload only naming theorems for getting good views 🙏
👍
Well done Plz make vedio ofor Riesz representation theorem on sigma finite spac i really like your vedio
Excellent ❤
What a coincidence
Ye kya 1saal pehle b mane hi comment Kiya tha
thnq...
Thank you sir it is really helpful
thnx..
thank you for your time Sir.
Sir reiz markov theorem daldo plzz
ok.... check playlist
Sir riez markov theorem daldo plzz
Sir please send all subjects questions papar msc mathmatics 4th semester
ok
Very helpful 🙏🙏 Thnx
Sir solvd chahiy
ok .. sir
Thank you sir
Sir Hahn banch thrm nhi hai pdf me…..plz send sir
Sir Hahn banch thrm nhi hai pdf me…..plz send sir
drive.google.com/file/d/1qT4iHf4sRHw5r0y-sxrSpBs1pOb3vFch/view?usp=drivesdk
Gajab explain
thnx
Sir notes pdf मिल जायेगा क्या
Sir msc 3rd semester maths ka notes milega kya
Keep it up sir u are excellent
Excellent sir
part 2 ka link
next part coming soon
Thanku sir
Nhi ho rhi sir download 😑
ab try kro
Sir plz notes ki p.d.f d do
Plz sir bhj do....
@@PoojaSingh-oc6iv pdf download link in description box.
Acha explain kia hwa hei
Good
Good
Good
Best
Thank you so much sir Life saver video
Keep going... Outstanding performance
Outstanding sir
This Topic is Related to Function Anylasis....
very helpful videos sir keep it up
Integration k syllabus ka aur vidio h kya
check playlist
@@vijaygrover9401 mujhe nahi smjh aaya playlist me mila nahi
@@professor_4284 send paper syllabus
Best explanation
Explanation ❤️❤️😘😘
Good
Best....
Achi h kafi