Yamato
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I've printed the pdf of the first chapter of vince. It is too dense. Right now I can't handle it.
Now I have a choice of what to do with my time, among these different choices:
1) 5 portfolio theorists (which I'll analyze here below)
2) khan review (always will do them)
3) AP Stats at Stat Trek (will do slowly, and looking things up as in a glossary - but no commitment)
4) Statistics and Probability Quizzes and Trivia -- Fun Trivia (from time to time - but no commitment)
In the meanwhile the account should keep increasing, after a whole three straight negative weeks.
5 portfolio theories:
1) The Mathematics of Money Management by Ralph Vince. The book I am reading right now, and it's "only" 200 pages long.
2) Active Portfolio Management by Richard C. Grinold and Ronald N. Kahn
I might work on khan (math) and kahn (portfolio theory) simulteaneously, and the book sounds very wise right from the start, but, dude, 621 pages!
3) THE KELLY CRITERION IN BLACKJACK SPORTS BETTING, AND THE STOCK MARKET by EDWARD O. THORP. Only 45 pages and it is the basis for what Chan wrote in his chapter 6 of Quantitative Trading. I might end up reading this one.
4) Universal Portfolios By Thomas Cover. This book, like all the previous ones (with the exception of the next one, by Chan), is full of formulas as complex as the ones used by Markowitz in his 15 pages 1952 graduate work. It's not going to be easy. It's going to be fun, provided my eyes allow me. I might have to finally get some glasses to embark on this endeavour.
5) Quantitative Trading by ERNEST P. CHAN. He's the one who told me to get all the books above except Vince. So I'm definitely going to have to read his chapter 6.
Pretty funny how I'll be studying Chan, Khan and Kahn, all at once.
I'm gonna stick these five books in my signature so I can remember to do them. It is time to replace the math links with what was my original objective: reading the portfolio theory books.
In these almost five months, and almost 10 thousand problems solved, I did not remove most of my math ignorance, but I did successfully fill most of my highschool gaps, and I definitely removed most of my fear/phobia for math and formulas. I still ignore a lot of what I need to know, but, after solving all these problems and learning all these things, I have the confidence needed to learn more. And the confidence is that I know I am capable of learning math, whereas, five months ago, with my phobia for math, I'd look at a complex formula and panic. This disables your learning skills.
For once I have something I know won't desert me.
Now I have a choice of what to do with my time, among these different choices:
1) 5 portfolio theorists (which I'll analyze here below)
2) khan review (always will do them)
3) AP Stats at Stat Trek (will do slowly, and looking things up as in a glossary - but no commitment)
4) Statistics and Probability Quizzes and Trivia -- Fun Trivia (from time to time - but no commitment)
In the meanwhile the account should keep increasing, after a whole three straight negative weeks.
5 portfolio theories:
1) The Mathematics of Money Management by Ralph Vince. The book I am reading right now, and it's "only" 200 pages long.
2) Active Portfolio Management by Richard C. Grinold and Ronald N. Kahn
I might work on khan (math) and kahn (portfolio theory) simulteaneously, and the book sounds very wise right from the start, but, dude, 621 pages!
3) THE KELLY CRITERION IN BLACKJACK SPORTS BETTING, AND THE STOCK MARKET by EDWARD O. THORP. Only 45 pages and it is the basis for what Chan wrote in his chapter 6 of Quantitative Trading. I might end up reading this one.
4) Universal Portfolios By Thomas Cover. This book, like all the previous ones (with the exception of the next one, by Chan), is full of formulas as complex as the ones used by Markowitz in his 15 pages 1952 graduate work. It's not going to be easy. It's going to be fun, provided my eyes allow me. I might have to finally get some glasses to embark on this endeavour.
5) Quantitative Trading by ERNEST P. CHAN. He's the one who told me to get all the books above except Vince. So I'm definitely going to have to read his chapter 6.
Pretty funny how I'll be studying Chan, Khan and Kahn, all at once.
I'm gonna stick these five books in my signature so I can remember to do them. It is time to replace the math links with what was my original objective: reading the portfolio theory books.
In these almost five months, and almost 10 thousand problems solved, I did not remove most of my math ignorance, but I did successfully fill most of my highschool gaps, and I definitely removed most of my fear/phobia for math and formulas. I still ignore a lot of what I need to know, but, after solving all these problems and learning all these things, I have the confidence needed to learn more. And the confidence is that I know I am capable of learning math, whereas, five months ago, with my phobia for math, I'd look at a complex formula and panic. This disables your learning skills.
For once I have something I know won't desert me.
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