That man who had it on Jan 11, 1960 must have born in 1930s and now if alive he would be about 90 years old.. It really makes to think about time and our lifespan. Edit: E Netto was a German mathematician. 30 June, 1848 - 13 May, 1919 Born about 176 years ago. Today: 4 January, 2025
Several copies are freely available in Internet Archive, I see. Book seems to overlap with Theory of Equations... it's a powerful tool to discern symmetric functions.
The looks like the name of the main person of a group and then et al. maybe they were writing that as a reminder for a citation. That binding is in amazing shape.
Arithmetic is probably the only math that doesn't contain substitutions. As soon as we first see 'x', in algebra, we are using substitutions; and we'll see them ubiquitously in virtually all subsequent mathematics.
Hello sir ! I have been watching your videos for a long time and the oldest one I can remember is solving the exact differential equation...You are doing a great job bringing some real stuffs! I even got a calc book because of you ... But I struggle to properly concentrate and study ... I would appreciate if you could tell us how you do it ? Like you just study a lot of books !
He already did a shorter video on this same book 3 weeks ago. Go check out that comment section for helpful info explaining what this book is actually about.
hi math sorcerer! im sorry of topics ( your vid is amazing as always) but i have a question . you as a person who understand math, do you think its possible for someone who are dyscalculic (or someone who find it hard to deal with numbers) to ace in math even in arithmetic maths?
Egyptian Mathematics is surprisingly advanced already. They know the volume of the pyramid already. And many modern schools probably don't even teach about Egyptian unit fractions and multiplication by "halving and doubling". There are also lots of crocodile mummies you probably haven't heard of.
This book appears to prepare the reader for Galois theory.
Available on Internet Archive.
Search hint: spell substitutions correctly.
That man who had it on Jan 11, 1960 must have born in 1930s and now if alive he would be about 90 years old..
It really makes to think about time and our lifespan.
Edit: E Netto was a German mathematician.
30 June, 1848 - 13 May, 1919
Born about 176 years ago.
Today: 4 January, 2025
Wow yeah
Several copies are freely available in Internet Archive, I see. Book seems to overlap with Theory of Equations... it's a powerful tool to discern symmetric functions.
Wow there's a theory of substitutions?
Yup, and it's directly related to more advanced stuff like differential forms
Oh yeah Mr krabs
I do not have enough mathematical maturity to understand that book. I wish I could understand but I will have to do a lot more studying.
The looks like the name of the main person of a group and then et al. maybe they were writing that as a reminder for a citation. That binding is in amazing shape.
Yes, there was a mathematician called David Zeitlin publishing around 1958. It may be one of his collaborative papers.
"Substitute" ~ The Who
I was born in 1960. There’s a good chance some of the borrowers are alive.
FIGHT ON!
Arithmetic is probably the only math that doesn't contain substitutions. As soon as we first see 'x', in algebra, we are using substitutions; and we'll see them ubiquitously in virtually all subsequent mathematics.
Hey why is there always several ways to do stuff in math? Like multivariable calculus of several variables?
Hello sir ! I have been watching your videos for a long time and the oldest one I can remember is solving the exact differential equation...You are doing a great job bringing some real stuffs! I even got a calc book because of you ... But I struggle to properly concentrate and study ... I would appreciate if you could tell us how you do it ? Like you just study a lot of books !
There is no substitute for the math sorcerer.
This book is amazing, where and when did you acquire this?
I don't remember, it's been a while:)
Is this really group theory with applications to algebraic equations, like Galois theory?
He already did a shorter video on this same book 3 weeks ago. Go check out that comment section for helpful info explaining what this book is actually about.
Is this same Netto ho have character for irresolution of polynomials?. Thanks
Your voice seems a bit different today.
LOL it sounds deeper in this video🤣
Vedic Math is very interesting too. Also, the ancient math used in Egypt.
hi math sorcerer! im sorry of topics ( your vid is amazing as always) but i have a question . you as a person who understand math, do you think its possible for someone who are dyscalculic (or someone who find it hard to deal with numbers) to ace in math even in arithmetic maths?
Egyptian Mathematics is surprisingly advanced already. They know the volume of the pyramid already. And many modern schools probably don't even teach about Egyptian unit fractions and multiplication by "halving and doubling". There are also lots of crocodile mummies you probably haven't heard of.
That book cost 5 dollars in 1960, that is 53$ today...