Optics Textbook: Find the Best for Learning & Rigor

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The discussion centers on recommendations for classical optics textbooks suitable for self-study, particularly for those who prefer mathematical rigor in their learning. Key suggestions include "Optics" by Hecht, which is noted for its thoroughness but can be verbose, and "The Light Fantastic" by Kenyon, praised for its modern approach. "Fundamentals of Optics" by Jenkins and White is highlighted as an excellent, affordable option, despite its age, and is divided into three comprehensive sections covering geometrical, wave, and quantum optics. "Introduction to Optics" by Pedrotti and Pedrotti is also mentioned as a solid choice. For a more advanced text, "Principles of Optics" by Born and Wolf is recognized as a classic, though not ideal for beginners. Additionally, a free online textbook is available, offering clear derivations and examples, which may serve as a valuable resource for learners.
HJ Farnsworth
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Greetings,

I have never formally studied optics, and am looking to do so. I have looked around a little bit, and I have the impression that there are not really any "go-to" textbooks on the subject that everyone uses.

Does anyone have any recommendations for a good (classical) optics textbook?

I mostly learn by going through derivations, so I would prefer something with a decent amount of mathematical rigor (I mostly say this because I have been told that there are a few heavily qualitative books out there that almost avoid using math - I do not want one of these). However, if a bit of that rigor is sacrificed for clarity of explanation, like a Griffiths book, that would be still be great.

It also wouldn't surprise me if there is a good textbook on the subject that is usually not used as a course textbook, but is still extremely useful and covers the material in a way that makes it clear - like an optics analogue of Fermi's "Thermodynamics". This would be fantastic, if anyone knows of something like this.

Thanks very much for any help that you can give.

-HJ Farnsworth
 
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It's been a long time since you posed the question but, in my opinion a very nice text in classical optics is Jenkins and White's "Fundamentals of Optics", 4th edition. You can find a used copy for as little as 0,01$ (you are basically paying only the shipping fee - as of now the cheapest copy on Amazon's Marketplace is less than five bucks) and, albeit being conceived in the '30s (the first edition was printed in 1937, while the fourth came out in 1976 - I have the 1981 International Edition by McGrawHill) is an astonishingly good textbook.
Oh, wait, maybe it's good because it's old. <grin>

I remember that many years ago I chose Pedrotti and Pedrotti's "Introduction to Optics" over Jenkins White, because the book looked old and outdated to me. I couldn't possibly be more wrong.
I decided to write this answer because I am re-reading J-W right in these days and I cannot stop noticing how good it is.

As far as classical optics go, this is one must have book.
It is divided in three parts: I Geometrical Optics (pp. 1-212), II Wave Optics (pp. 213-608) and III Quantum Optics (pp.609-726).

If you prefer a more modern approach, I second the above poster's suggestions for "The Light Fantastic" and the surprisingly compact introduction by Fowles (the wizard of synthesis).
 
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Another classic is: Born and Wolf, Principles of Optics.
 
@vanhees71, sure. Born and Wolf is THE Bible of optics, but it's far from being an introductory text. On the contrary is the top text for a graduate, like Jackson's is in EM and Goldstein in Mechanics. Probably not the best book to start with.
 
Ok, that may be true.
 
Thanks for all of the responses everyone. A couple of weeks ago I bought Fowles, and have started studying it in my spare time. It's a pretty good textbook so far, I am quite happy with it.

That being said, your very high review of Jenkins and White, SredniVashtar, has made me excited to check it out (and the cheap price tag that you mentioned didn't hurt either), so I am going to get a copy of that as well!

Thanks very much for the advice.

-HJ Farnsworth
 
This is a bit of an old thread, but in case someone comes looking, a free alternative is available here:

https://optics.byu.edu/textbook

I'm an author of the book, so I can't give unbiased assessment of the material (but I have no financial interest as we allow free use). We try to give clear derivations and examples and regularly update the book.

M. Ware
 
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