(CSIR-NET/JRF /GATE/IIT-JAM) Riemann Integration PART 1- By Chetna Biswas
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- Опубліковано 19 сер 2022
- The main aim of mathspole is to help students with higher mathematics.
In this session, we will discuss about Lipschitz and Uniform continuity of Functions. Every property is explained from the very beginning, and in simple language , So that every body can understand the concept.
real analysis is a topic , from which many students get uncomfortable, with this mathspole, your fear will be gone I am sure.
Have a look ...
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L2-(CSIR NET-JRF /GATE/IIT JAM)Basic axioms of set theory Part-2
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L3-(CSIR NET-JRF /GATE/IIT JAM) Functions and Countability of sets By Chetna Biswas
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L6-(CSIR NET-JRF /GATE/IIT -JAM) Basics of Sequences -By Chetna Biswas
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L7-(CSIR NET-JRF /GATE/IIT -JAM)Point Set Topology -By Chetna Biswas
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L8-(CSIR NET-JRF /GATE/IIT -JAM)20 Important Sequences (Part 2) -By Chetna Biswas
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L9-(CSIR NET-JRF /GATE/IIT JAM)Basics of Limit of a Sequence By Chetna Biswas
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L10-(CSIR NET-JRF /GATE/IIT -JAM)Convergence and Divergence of Sequences - By Chetna Biswas
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L11-(CSIR NET-JRF /GATE/IIT -JAM)20 Important Sequences and their Convergence(Part 1) - By Chetna Biswas
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L11-(CSIR NET-JRF/GATE/IIT -JAM) 20 Important Sequences and their Convergence(Part 2) - By Chetna Biswas
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L12-(CSIR NET-JRF /GATE/IIT -JAM) Nature of Divergent sequences - By Chetna Biswas
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L13-(CSIR NET-JRF /GATE/IIT -JAM) Natural Sequences and Rational Sequences - By Chetna Biswas
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L14-(CSIR NET-JRF /GATE/IIT -JAM) Important theorems to find limit of a Sequence - By Chetna Biswas
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L15-Previous year questions CSIR- NET (2013-17) Point Set Topology -By Chetna Biswas
• Previous year question...
L16-Previous year questions CSIR- NET (2011 -17) Sequences -By Chetna Biswas
• Previous year question...
L17-(CSIR NET-JRF /GATE/IIT -JAM) Introduction to Series of Real Numbers-By Chetna Biswas
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L18-(CSIR NET-JRF /GATE/IIT -JAM) Tests for Convergence of Series with positive terms - By Chetna Biswas
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L19-(CSIR-NET/JRF /GATE/IIT-JAM) Cauchy Integral Test Statement and Proof - By Chetna Biswas
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L20-(CSIR-NET/JRF /GATE/IIT-JAM) Tests for Convergence of Series with Arbitrary terms - By Chetna Biswas
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L21-Previous Year Questions CSIR-NET (2011 -16) How to find Sum of an infinite Series -By Chetna Biswas
• Previous Year Question...
L22-(CSIR-NET/JRF /GATE/IIT-JAM) Types of functions (Periodic/Algebraic/Even/Odd)- By Chetna Biswas
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L23-(CSIR-NET/JRF /GATE/IIT-JAM) Limit of a function - By Chetna Biswas
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L24-(CSIR-NET/JRF /GATE/IIT-JAM) Continuous Functions - By Chetna Biswas
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L25-(CSIR-NET/JRF /GATE/IIT-JAM) Identity Theorem (first and second) - By Chetna Biswas
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L26-(CSIR-NET/JRF /GATE/IIT-JAM) Cauchy functional equation - By Chetna Biswas
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L27-(CSIR-NET/JRF /GATE/IIT-JAM) Properties of Continuous Functions - By Chetna Biswas
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L28-(CSIR-NET/JRF /GATE/IIT-JAM) Types of Discontinuity - By Chetna Biswas
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L29-(CSIR-NET/JRF /GATE/IIT-JAM) Few Important results on continuity - By Chetna Biswas
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L30-(CSIR-NET/JRF /GATE/IIT-JAM) Lipschitz and Uniform continuity - By Chetna Biswas
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Hello mam, currently i m in first year of my master's at IIT tirupati.facing a trouble in solving apostol ,plz guide me
Hlo mam
I'm lucky. And i have a doubt that how to choose research topic in applied maths
Congratulations ma'am for being gic lecture
Thank you will be announcing this very soon
@@mathspole Aapne apna naam check Kar to liya hai ,????
Yes name roll no. , Are you in doubt?
@@mathspole no .
Aapka naam Dekh Kar
I was confirmed ..
This is yours
Oh but how?
Hello ma'am...kindly make a video for asst professor exam up
I will surely try
Mam apki vedios bahut helpful h concept samajhne me but agar ap previous year questions karaiye to aur bhi help ho jayegi because concept and question lagane ka aproach different hota h .
Hope u will understand my problem .
Am totally dependent on your vedios.
Ohh i will try surly
@@mathspole mam, you may apply for the post of professor and assistant professor in the dayalbagh educational Institute, agra in the field of topology and manifolds. University have released the notification on website in this month. You may visit it.