Check out ProPrep with a 30-day free trial to see how it can help you to improve your performance in STEM-based subjects: www.proprep.uk/info/TOM-Crawford
Really great video! I just wrapped up the intro linear algebra course of my undergrad last semester. I'm happy to see such a great video on one of the topics I struggled most with. Once all of the abstractness became clear I realized there are so many applications for vector spaces and I think its so cool. I plan to study linear algebra in future years of university. Sending love from Canada! The content is awesome!
Hi Tom, could you do a vlog relating to your University standard mathematics and how it relates to industry or other ? If you gain a degree in Mathematics... where does the end result lie , work wise ? Enjoy your vlogs ! 👍
I had a quick question which might sound silly, but I was hoping you could help resolve. As I understand, when you say that a space (i.e: Vector space) is "equipped", then this means that this space has a map built into it. However, my confusion is about the vector space axioms. Are these axioms a result/consequences of these maps or are they something extra we impose on the space to make it into a vector space? Thank you in advance :)
In axiom vi) it seems that this axiom is stating the relationship between the + operator of the vector space and the addition of the field. they seem to my untrained eye to be 2 different operations using the same symbol. Is this what is going on?
Yes. As an example: It could be the case that your vector space is one consisting of functions so the addition there is different from the one on the reals
Check out ProPrep with a 30-day free trial to see how it can help you to improve your performance in STEM-based subjects: www.proprep.uk/info/TOM-Crawford
Really great video! I just wrapped up the intro linear algebra course of my undergrad last semester. I'm happy to see such a great video on one of the topics I struggled most with. Once all of the abstractness became clear I realized there are so many applications for vector spaces and I think its so cool. I plan to study linear algebra in future years of university. Sending love from Canada! The content is awesome!
Love and support from a Math/Numbers fan here in the US✊🏼❤️💪🏽 #️⃣♾
You are amazing Prof. Tom! I’ve learnt a lot from your vids and it really did help me in my grades.
Happy to help!
Hi Tom, could you do a vlog relating to your University standard mathematics and how it relates to industry or other ?
If you gain a degree in Mathematics... where does the end result lie , work wise ?
Enjoy your vlogs ! 👍
That's a sick shirt
Nice! Thank you very much. Could you please also make a video on Galois theory one day Sir? I really like the way you explain things.
Thanks for posting this! Such a helpful breakdown. :)
Don’t even study maths just like the way tom explains stuff
I had a quick question which might sound silly, but I was hoping you could help resolve. As I understand, when you say that a space (i.e: Vector space) is "equipped", then this means that this space has a map built into it. However, my confusion is about the vector space axioms. Are these axioms a result/consequences of these maps or are they something extra we impose on the space to make it into a vector space? Thank you in advance :)
Wonderful explanation thank you sir
In axiom vi) it seems that this axiom is stating the relationship between the + operator of the vector space and the addition of the field. they seem to my untrained eye to be 2 different operations using the same symbol. Is this what is going on?
Yes. As an example: It could be the case that your vector space is one consisting of functions so the addition there is different from the one on the reals
Yeah there is the usual addition that we know, and other additions that differ from a problem to another
Like the shirt
Thanks sir
Can you please state the difference between Space and Structure in math?
You Should make it a hour long lecture, video
I assume this is past first semester Lin Alg bc I hardly know what's going on
Nice tshirt 👕
ربي يعطيك ماتتمنى.
Landers and pints
I wanna wear that shirt :)
Sir please try to solve the Maths section of India's JEE Advanced papers. And give a review in your channel.
Most of them are straight forward.