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Just picked up LIFE 3.0: Being Human in the Age of Artificial Intelligence. by Max Tegmark
What are you reading now? (STEM only)
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Physics Forums
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Books only!Dr. Courtney said:
e-pie
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Ahlfors Complex Analysis first time
Rudin Mathematical Analysis again
Artin Algebra again
Rudin Mathematical Analysis again
Artin Algebra again
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https://www.amazon.com/dp/0198539487/?tag=pfamazon01-20
The best biography of R. P. Feynman, I've seen so far.
The best biography of R. P. Feynman, I've seen so far.
pinball1970
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vanhees71 said:
That is one for my list - thanks
e-pie
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Read it! @vanhees71 Nice book. But I like Feynman's own words much better.
https://www.goodreads.com/book/show/5544.Surely_You_re_Joking_Mr_Feynman_
And
https://www.goodreads.com/book/show/35167718-what-do-you-care-what-other-people-think
https://www.goodreads.com/book/show/5544.Surely_You_re_Joking_Mr_Feynman_
And
https://www.goodreads.com/book/show/35167718-what-do-you-care-what-other-people-think
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These are nice books about Feynman's private jokes, but much more interesting is Feynman's science and his thoughts on how to teach physics.
e-pie
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@vanhees71
Right.
Mehra does bring some analysis of Feynman's work like path integral, Atomic bomb etc. I never expected it from the title. It sounded like a biographical sketch of his life that would follow the format of many popular science books : The less equations the better.
But if you are not to judge a book by its cover then you shouldn't judge it by its title.
Lesson learned.
Right.
Mehra does bring some analysis of Feynman's work like path integral, Atomic bomb etc. I never expected it from the title. It sounded like a biographical sketch of his life that would follow the format of many popular science books : The less equations the better.
But if you are not to judge a book by its cover then you shouldn't judge it by its title.
Lesson learned.
e-pie
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A similar book about Euclid and his geometry is by Leonard Mlodinow.
Forgot the title.
It mostly discusses development of Geometry from practically nothing to the most important branch of Mathematics.
Wouldn't be possible if Euclid wasn't there.
Forgot the title.
It mostly discusses development of Geometry from practically nothing to the most important branch of Mathematics.
Wouldn't be possible if Euclid wasn't there.
diogenesNY
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Just finished _Fakes and Forgeries_ by Suzanne Bell.
http://www.worldcat.org/title/fakes-and-forgeries/oclc/920296556&referer=brief_results
https://www.goodreads.com/book/show/9746899-fakes-and-forgeries
https://forensics.wvu.edu/faculty-and-staff/faculty/suzanne-bell
This is one of seven volumes of the _Essentials of Forensic Science_ series, itself part of Infobase Publishing's Facts on File Science Library.
This is a slim but fact laden volume describing many of the particulars of the latest scientific methods (as well as a few classics) used to determine that such things as documents, signatures, artwork, and particularly currency have been forged, counterfitted or dishonestly manufactured. There is some discussion of terminology and investigative procedures as well as the history of the development of forensic science.
Especially interesting sections on ink chemistry, microspectrophotometry and advanced microscopy.
If you are interested in forensic science, fraud or even materials deception, this is a very enjoyable short book.
Suzanne Bell is the author of quite a few very interesting looking books. I suspect I will be hunting down more than a few of them in the near future.
diogenesNY
http://www.worldcat.org/title/fakes-and-forgeries/oclc/920296556&referer=brief_results
https://www.goodreads.com/book/show/9746899-fakes-and-forgeries
https://forensics.wvu.edu/faculty-and-staff/faculty/suzanne-bell
This is one of seven volumes of the _Essentials of Forensic Science_ series, itself part of Infobase Publishing's Facts on File Science Library.
This is a slim but fact laden volume describing many of the particulars of the latest scientific methods (as well as a few classics) used to determine that such things as documents, signatures, artwork, and particularly currency have been forged, counterfitted or dishonestly manufactured. There is some discussion of terminology and investigative procedures as well as the history of the development of forensic science.
Especially interesting sections on ink chemistry, microspectrophotometry and advanced microscopy.
If you are interested in forensic science, fraud or even materials deception, this is a very enjoyable short book.
Suzanne Bell is the author of quite a few very interesting looking books. I suspect I will be hunting down more than a few of them in the near future.
diogenesNY
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I am reading "Mathematical Gauge Theory With Applications to the Standard Model of Particle" by Mark Hamilton,
https://www.amazon.com/dp/3319684388/?tag=pfamazon01-20
I am finding it to be tremendously interesting and also very slow going. I am going to busy with work in September, so I will probably have to put it down.
Thanks, @vanhees71 .
I just wish that you had told abut this book 25 years ago!
https://www.amazon.com/dp/3319684388/?tag=pfamazon01-20
I am finding it to be tremendously interesting and also very slow going. I am going to busy with work in September, so I will probably have to put it down.
Thanks, @vanhees71 .
vanhees71 said:
I just wish that you had told abut this book 25 years ago!
Auto-Didact
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"What is time? What is space?" by Carlo Rovelli.
Magnificent short biography of Rovelli's time studying and working in the foundations of physics, from beginning to the late 2000s.
Magnificent short biography of Rovelli's time studying and working in the foundations of physics, from beginning to the late 2000s.
Nguyen Son
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Nguyen Son
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I've just received an email from PF, that someone replied my post and said "Huang is rubbish"? Well, i know a lot of people on Amazon said that, but at least this book is helping me about Ising Model, my thesis topic 
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Huang is not an easy read for a first book on statistical mechanics, but it doesn't make it a rubbish. I found in it some great insights that I couldn't find elsewhere.Nguyen Son said:I've just received an email from PF, that someone replied my post and said "Huang is rubbish"? Well, i know a lot of people on Amazon said that, but at least this book is helping me about Ising Model, my thesis topic
member 587159
I'm currently reading parts of Rudin's "Principles of mathematical analysis", Apostol's "Mathematical analysis" and Munkres' "Analysis on manifolds". In particular, I am reading the parts about multivariable calculus (Currently the parts about differentiation of functions ##\mathbb{R}^n \to \mathbb{R}^m##). I heard that the integration stuff in Apostol and Rudin isn't that great, but the other book is famous for it.
SchroedingersLion
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"Thermodynamics and Statistical Mechanics" by W. Greiner.
It is an undergraduate book I started to work through in order to repeat the topics and refresh my knowledge. The first sections were pretty good even though they raised one or two questions when trying to understand them rigorously (see my latest thread). I hope it gets better as I keep reading.
It is an undergraduate book I started to work through in order to repeat the topics and refresh my knowledge. The first sections were pretty good even though they raised one or two questions when trying to understand them rigorously (see my latest thread). I hope it gets better as I keep reading.
lomidrevo
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I just recently finished "An Introduction to Modern Astrophysics (2nd Edition)" by Carroll&Ostlie, and I found the last two chapters just wonderful.. what a huge amount of information can be deduced about the early universe "just by" exploring the observable universe, analyzing CMB and putting everything together using the verified physical theories. Maybe I am too much enthusiastic, but I consider it breathtaking, so I want to immerse myself in study of cosmology in more details.
I realize that without proper understanding of general relativity I couldn't get too far, so my next step is to go through "Einstein Gravity in a Nutshell" by Zee. I read lot of positive reviews on this textbook everywhere, including here on PF. So it is on the way already
I realize that without proper understanding of general relativity I couldn't get too far, so my next step is to go through "Einstein Gravity in a Nutshell" by Zee. I read lot of positive reviews on this textbook everywhere, including here on PF. So it is on the way already
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lomidrevo said:I just recently finished "An Introduction to Modern Astrophysics (2nd Edition)" by Carroll&Ostlie, and I found the last two chapters just wonderful.. what a huge amount of information can be deduced about the early universe "just by" exploring the observable universe, analyzing CMB and putting everything together using the verified physical theories. Maybe I am too much enthusiastic, but I consider it breathtaking, so I want to immerse myself in study of cosmology in more details.
I realize that without proper understanding of general relativity I couldn't get too far, so my next step is to go through "Einstein Gravity in a Nutshell" by Zee. I read lot of positive reviews on this textbook everywhere, including here on PF. So it is on the way already
I highly recommend Zee's book. Some may say it's not thorough, but I think it is solid enough, a lot of fun, and loaded with insights and modern topics which are not found elsewhere.
My read is "Effective Computation in Physics" and "A gentle introduction to numerical simulations in Python" because I'd like to improve my programming skills and because Python is applied in a lot of different fields nowadays, from actuary sciences to data sciences and engineering. The first book is quite formal and lacks useful exercises and sometimes examples, so I supplement it with the second book.
Gold Member
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I've been studying machine language for the last few months. I'm in the middle of each of these.
Neural Networks and Deep Learning
Think Complexity
Deep Learning
This YouTube video series has been very helpful in understanding how neural networks function - Neural Networks.
Neural Networks and Deep Learning
Think Complexity
Deep Learning
This YouTube video series has been very helpful in understanding how neural networks function - Neural Networks.
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I just started
David Kaiser, Drawing theories apart
It's about the spread of Feynman diagrams as a methodological tool from their creation at the end of the 1940ies on.
David Kaiser, Drawing theories apart
It's about the spread of Feynman diagrams as a methodological tool from their creation at the end of the 1940ies on.
CJ2116
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I have been making slow progress on Andrew Zangwill's Modern Electrodynamics these past few weeks. This is such a well written book. Of the 9 EM texts that I own this is by far the clearest and most enjoyable to work through. His proof of the Helmholtz Theorem is the best I have come across.
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I've started "Fractional Calculus: An Introduction for Physicists (3rd Edition) by Hermann:
https://www.worldscientific.com/worldscibooks/10.1142/11107
Seems interesting... I've only gotten through the introductory chapters so far.
https://www.worldscientific.com/worldscibooks/10.1142/11107
Seems interesting... I've only gotten through the introductory chapters so far.
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I recently finished reading The Cambrian Explosion, The Construction of Animal Biodiversity, by Douglas Erwin and James Valentine.
Its basically a textbook for an upper level class on the subject.
While titled as the Cambrian Explosion, it really is more about the construction of animal diversity.
It covers the early geology leading up to the Cambrian, the relevant fossil record, the evolving ecosystem, the cladistics of the groups and their traits, the underlying developmental processes and genetics underlying that.
It also points out where the uncertainty is and out of date ideas.
I found it quite interesting.
Not recommended for those not already familiar with evolutionary concepts.
Its basically a textbook for an upper level class on the subject.
While titled as the Cambrian Explosion, it really is more about the construction of animal diversity.
It covers the early geology leading up to the Cambrian, the relevant fossil record, the evolving ecosystem, the cladistics of the groups and their traits, the underlying developmental processes and genetics underlying that.
It also points out where the uncertainty is and out of date ideas.
I found it quite interesting.
Not recommended for those not already familiar with evolutionary concepts.
pinball1970
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2025 Award
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I've had it a while but now I have finally got round to reading, "The Greatest Story Ever told ..so far" Lawrence Krauss
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I just finished "The Artist and the Mathematician - The Story of Nicholas Bourbaki, the Genius Mathematician Who Never Existed" By Amir D. Aczel.
The book is about a revolution in the fundamental approach to mathematics by a group of extraordinary young French mathematicians (Weil, Dieudonne, H. Cartan, Delsarte, Chevalley, de Possel) in the mid to late 1930's who thought that approaches to math development was not rigorous enough. They sought to axiomatize math in the manner of Euclid's approach to geometry by writing a series of books on the various branches of math using Set Theory as the foundation. This was done anonymously under the nom de plume of Nicholas Bourbaki and in a style which could not be used to identify any contributor. The working agreement among the authors was that only that which was unanimously agreed upon would be published. The book provide a biographical sketch or those who influenced the project over time. It discusses the influence of this work on math and its teaching as well as on other branches of human endeavor such as anthropology, psychology, economics,philosophy and even literature by formalizing the concept of Structuralism. Originally intended for readers of average intelligence and as a replacement for outdated french math texts it diverted it goals into a tome of excessive generalizations and abstractions even resulting in it's authors stating it is not a text. Its demise as a seminal work in math was brought about by Alexandre Grothendieck who as a member of the Bourbaki group in the 1960's insisted that they change the foundation of the Bourbaki works from set theory to the more appropriate category theory.
I found it absorbing and hard to put down.
The book is about a revolution in the fundamental approach to mathematics by a group of extraordinary young French mathematicians (Weil, Dieudonne, H. Cartan, Delsarte, Chevalley, de Possel) in the mid to late 1930's who thought that approaches to math development was not rigorous enough. They sought to axiomatize math in the manner of Euclid's approach to geometry by writing a series of books on the various branches of math using Set Theory as the foundation. This was done anonymously under the nom de plume of Nicholas Bourbaki and in a style which could not be used to identify any contributor. The working agreement among the authors was that only that which was unanimously agreed upon would be published. The book provide a biographical sketch or those who influenced the project over time. It discusses the influence of this work on math and its teaching as well as on other branches of human endeavor such as anthropology, psychology, economics,philosophy and even literature by formalizing the concept of Structuralism. Originally intended for readers of average intelligence and as a replacement for outdated french math texts it diverted it goals into a tome of excessive generalizations and abstractions even resulting in it's authors stating it is not a text. Its demise as a seminal work in math was brought about by Alexandre Grothendieck who as a member of the Bourbaki group in the 1960's insisted that they change the foundation of the Bourbaki works from set theory to the more appropriate category theory.
I found it absorbing and hard to put down.