(CSIR-NET/JRF /GATE ) Integration of Non-Negative functions - By Chetna Biswas
Вставка
- Опубліковано 5 чер 2021
- The main aim of mathspole is to help students with higher mathematics.
In this session, we will discuss about Simple functions, integration of simple functions and Integration of Non-Negative functions .
Measure theory is a topic , from which many students get uncomfortable, with this mathspole , your fear will be gone I am sure.
Have a look . . .
#MeasureTheory #ChetnaBiswas
JOIN MY TELEGRAM GROUP FOR DOUBTS
t.me/CBmathspole
JOIN MY WHATSAPP GROUP FOR DOUBTS
chat.whatsapp.com/DlDZ58lzhbn...
FOR PAID MY OWN HAND WRITTEN NOTES (whatsapp @ 7388296770)
Measure theory L1-(CSIR-NET/JRF /GATE ) Lebesgue Outer measure - By Chetna Biswas
• (CSIR-NET/JRF /GATE ) ...
Measure theory L2-(CSIR-NET/JRF /GATE ) Measurable Sets and Sigma Algebra - By Chetna Biswas
• (CSIR-NET/JRF /GATE ) ...
Measure theory L3-(CSIR-NET/JRF /GATE ) Measurable Functions - By Chetna Biswas
• (CSIR-NET/JRF /GATE ) ...
Measure theory L4-(CSIR-NET/JRF /GATE ) Borel and Lebesgue Measurability - By Chetna Biswas
• (CSIR-NET/JRF /GATE ) ...
Topology L1-(CSIR NET-JRF /GATE)All about metric spaces (Topology Lecture 1) -By Chetna Biswas
• (CSIR NET-JRF /GATE) A...
Group Theory L1-(CSIR NET-JRF /GATE/IIT -JAM)Types of Relations and Counting them -By Chetna Biswas
• (CSIR NET-JRF /GATE/II...
(CSIR-NET/JRF /GATE / IIT JAM) Jordan Canonical Forms - By Chetna Biswas
• (CSIR-NET/JRF /GATE / ...
Real Analysis Lecture L3-(CSIR NET-JRF /GATE/IIT JAM) Functions and Countability of sets By Chetna Biswas
• (CSIR NET-JRF /GATE/II...
You can know more about me and about mathspole from the video -
• (CSIR-NET / GATE /IIT-...
Books you must have can be found in-
• Important books for NE...
You can learn how to make time table from my video -
• How to follow a Time T...
How to Study smart ?
• How to study smart? -...
Why I failed in my first attempt?
• (CSIR-NET/JRF ) Why I ...
How can you Easily Earn While Studying ?- By Chetna Biswas
• How can you Easily Ear...
5 Most IMPORTANT questions , asked by CSIR NET (mathematics)-By Chetna Biswas
• 5 Most IMPORTANT quest...
PhD without JRF/GATE/Stipend = 55,000 + (Even more than an IIT) - By Chetna Biswas
• PhD without JRF/GATE/S...
3 Important Questions CSIR-NET/JRF always asks - By Chetna Biswas
• 3 Important Questions ...
All about SOP (Statement of Purpose) - By Chetna Biswas
• All about SOP (Stateme...
PhD Interviews Q&A | How to face PhD Interviews with Confidence -By Chetna Biswas
• PhD Interviews Q&A | H...
(IIT DELHI / IIT KANPUR / IIT ROORKEE / IIT BHU) My own Interview Experiences - By Chetna Biswas
• (IIT DELHI / IIT KANPU...
PLEASE COMMENT BELOW if YOU WANT MORE SUCH VIDEOS?
DO SUGGEST ANY TOPIC FOR NEXT VIDEO,
IT WILL BE IMPLEMENTED ASAP.
PLEASE SHARE, COMMENT , SUBSCRIBE THIS CHANNEL!!!!
for more updates.
STAY TUNED, THIS IS JUST THE BEGINNING.
ALL THE BEST !!!
Thanks mam❤
Thanku ma'am
Very helpful class
Thank you ❤️🙏👌
My pleasure
Thanks u
Thank you 😊😊 mamm
Thank you mam 🙏🙏🙏
Nice explanation ma'am thanks for help us, ma'am kuch problem bhi karwa dijiay
Jaise hi concept thik thak aage badhega ,ques b krwaungi
Thank you so much mam. The way u teach gives me clarity in building the concepts.
My pleasure, do share
Mam Lebesgue integral main range ke partitions kaise karne hai please explain
Nice explanation ma'am
You are welcome
Yes you who is reading this ,may surely get succeed✌️💪
Ma'am indicator function is neither continous nor differential
Ma'am I am right nor not Plz help me
And please explain integration of negative functions
Di iit phd interview english me hota h ya hindi me?
Wo english m hi bolte h but apko english km ati h to ap hindi m jwab de skte ho fr wo hindi start kr dete h ,
@@mathspole so mam agr hindi me answering krte h so selection p koi impact pdta h?
Wo apk maths ka knowlegde hi dekhnge ,language is secondry , agr knowlegde achi h to language matter ni krti , or agr ap jis language m cmfrttbl ni ho wo bologe to atkoge or usse nervousness dikhti h
You should always give an interview im the language you are comfortable with
@@mathspole okay thank u so much di.
m ([0 1] int. Q^c)=1??? And m (Q int. [0 1])=0??? As m (A int. B) =inf (m (A), m (B)), please answer ma'am
Doubts are welcome In the group
@@mathspole ok but yaha reply dijiayga tooh sabka bhalaa hoga, i mean joo Wg may nahi hai