How to check Reimann Integrability of a real valued function

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  • Опубліковано 11 жов 2024
  • #Reimann Integral
    #Cantorset
    #measure zero
    #continuity
    #iitjam
    #tifrmaths
    #nbhmphd
    #iisermohali
    #jammaths

КОМЕНТАРІ • 13

  • @supratimsantra5413
    @supratimsantra5413 5 днів тому +3

    So many congratulations sir❤❤❤.... please keep uploading some questions for homework !
    Hote pare segulo pore solution hobe but amader jonno please kichu self thinking ar jonno rakhun.
    Personally i am benefited by your cherished video teaching .

    • @Swapna405
      @Swapna405  5 днів тому +2

      Ok I will try. Pls share my channel to your friends

    • @supratimsantra5413
      @supratimsantra5413 5 днів тому

      @@Swapna405 sir obossoi ami share kori and korbo even in future......
      Please keep us motivated with some self thinking 🤔 questions which were embedded in your valuable lectures.

  • @MATHEMATICSWANDERER
    @MATHEMATICSWANDERER 2 дні тому

    Very nice explanation sir different way of thinking.

    • @Swapna405
      @Swapna405  2 дні тому

      Don't need to call me sir, thank you .Share my channel to your friends

  • @apeksha21
    @apeksha21 5 днів тому

  • @ShrishPandey-p1n
    @ShrishPandey-p1n День тому

    Bhaiya ek doubt hai reimann integration me ki jo supremum ya infimum lete hai all partitions ka defining upper sum and lower sum wha jo set of all possible finite partition ki cardinality kya hai countably infinte ya uncountable

    • @Swapna405
      @Swapna405  День тому

      It is obviously uncountable, because
      you can choose any finitely many points in [a,b] ,and make a partition

  • @shauryabhardwaj9643
    @shauryabhardwaj9643 3 дні тому

    Hi Sir,please suggest some good resources for Real Analysis for Nbhm,Tifr,ISI,CMi..

    • @Swapna405
      @Swapna405  3 дні тому

      You can try solving problems from standard books like
      1. Rudin
      2. NL Carothers
      3. Bartle Shebert
      4. Real analysis by S kumarassen

    • @shauryabhardwaj9643
      @shauryabhardwaj9643 3 дні тому

      @@Swapna405 for theory coverage?

    • @Swapna405
      @Swapna405  2 дні тому

      @@shauryabhardwaj9643 these books are nice for theories also.I will suggest you to read the book which is comfortable to you