Recent content by theoristo

Nothing in particular but the problem some people have with this book as whole is that it's badly translated(some say),I remember it took me a while to get through that section then I give up and looked elsewhere,and used it now and then.

the chapter on canonical forms is pretty good,and I found some good exercices throughout the book.Also the last chapters are somewhat abstract but excellent.

Shilov's book is really good,but somewhat dry.

I know there are a lot of professional mathematicians on this forum,and I'd like to know where everybody stands on the Bourbaki matter(their methods) ,does anybody (who knows a lot of math) agree(as I do),with what the illustrious mathematician V.I Arnold says here...

I've read a bit of Advanced Calculus: A Differential Forms Approach ,it seems to introduce linear algebra with some tedious stuff especially the notation,does that make Fleming's book better?please,is there someone who used these books ,or knows something better(intuitive,rigourous and with...

I'm trying to learn multivariable calculus,and I've heard that one of these is fabulous(the authors have the same name):Advanced Calculus: A Differential Forms Approach by Harold Edwards https://www.amazon.com/dp/0817637079/?tag=pfamazon01-20 or Advanced Calculus of Several Variables by C. H...

I 'm looking for universities for undergraduate studies in math/physics ,in which if I work hard enough will let me pursue a good career and enjoy and understand what I'm doing...I'm Algerian,so the only universtities I can go to are french ,because of the cost and because they don't do a whole...

Correction.

Does anyone any good math (or physics) textbook written in style of the MSU Faculty of Mechanics and Mathematics,by famous russian mathematicians like V.I.Arnol'd ,Dubrovin ,Gelfand,Piskunov...I mean book that teach you the math in all its rigour but with an orientation toward the natural sciences?

That's so good ,even people who hate anime watched it.

we did something about the basic calculations of barycenter in high school ,I don't remeber it ,I think it's in affine geomtery?does anyone know of any book that has it?my precalculus books don't talk about it

I've been trying to do and learn somethings ,but I end up procrastinating and watch youtube all night or whatever ,that's really annoying...does anyone have some selfcontrol advice ?

Yes ,those are the books I'm reading,do they contain this?

This is from Analysis by Lieb : ''Things the reader is expected to know : While we more or less start from 'scratch' , we do expect the reader to know some elementary facts, all of which will have been learned in a good calculus course . These include : vector...