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June 21st, 2018, 03:28 AM   #1
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Source for questions on primitive roots

Does anyone know of any resources on questions on primitive roots and order of a modulo n? They need to be suitable for elementary number theory course. (These could be interesting results and challenging ones).
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June 21st, 2018, 06:06 AM   #2
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Math Focus: Algebraic Number Theory, Arithmetic Geometry
You might like to try Ireland & Rosen's 'A Classical Introduction to Modern Number Theory'. I've worked through the exercises for some of the later chapters and they are really quite good; I'm sure the exercises for the more elementary topics are at least as good. It looks like chapter 4 covers what you're looking for (the problems can be found on page 48-49 in my copy).
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June 23rd, 2018, 06:40 PM   #3
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Quote:
Originally Posted by matqkks View Post
Does anyone know of any resources on questions on primitive roots and order of a modulo n? They need to be suitable for elementary number theory course. (These could be interesting results and challenging ones).

Take a look at this:
The Mediant and new high-order root approximating methods.


and this:
https://domingogomezmorin.wordpress.com/


Regards,
Domingo Gomez Morin
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