Measure Theory 10 | Lebesgue's Dominated Convergence Theorem [dark version]

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This is part 10 of 22 videos.

#MeasureTheory
#Analysis
#Integral
#Calculus
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I hope that this helps students, pupils and others. Have fun!

(This explanation fits to lectures for students in their first and second year of study: Mathematics for physicists, Mathematics for the natural science, Mathematics for engineers and so on)

  1. The Bright Side of Mathematics
  2. Mathematics (Field Of Study)
  3. metrischer Raum
  4. Mathematik
  5. Normed Space
  6. normierter Raum
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I am now in the first year of a master's in statistics, and Measure Theory is used all the time to derive a complete theoretical understanding in my mathematical statistics classes. I find this series so amazingly helpful, having come from a non-pure mathematics background.

So an enormous thanks for this! Everything is so well explained and so clear. Not only the notation and thought process, but also the purpose of measure theory as an analytical tool becomes clear throughout your series. Just wonderful!

mreverbel
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Wanted to comment and say that I'm using this to teach myself measure theory! Thanks for making these!

Andrew_J
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Danke für's Uploaden der dunklen Version!!! Uns Nachtlerner freut es sehr, besonders unsere Augen!!!

xmeansnop
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In 2024, at the moment, I'm learning Measure theory from this videos, these are very helрful

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