Module theory - Lecture 1 - Modules and submodules

Along with the definitions of modules and submodules, we discuss basic properties and various examples. For all the lectures on Module Theory, follow the link:

[asht]

I think it is a very thorough exposition of the module theory at least its theoretic aspect. It would be nicer to add some problems that you solve that relates to the big concepts. Thank you

[jeanmarievianneyniyitegeka]

Thank you so much Sir for sharing these very nice lectures.

[monitor]

Sir pls makes videos on commutative algebra . 🙏

[sreeparnajana-]

Can I get all slides of your presentation?
And recommend some good books on modules.

[prinsishukla]

Awesome videos sir
Which book u follow?

[akh]

Sir, what are the applications of module theory?

[deekshaverma]

can someone please respond...How can Vector spaces be example of modules??? It must be opposite right?

[RigorousMathematicsByProfUsman]

Sir does these cover the contents of introductory module theory.?

[bloominthehellishdoom]

Sir, can you suggest some books for Module theory?

[koushikdeka]

sir can you help me to determine the submodules of the module 𝐴/(x^2 − 1)𝐴, where 𝐴 = 𝑄[𝑋].

[JyotiSingh-okzo]

can you provide notes of module theory