#28 in Number theory books
Use arrows to jump to the previous/next product

Reddit mentions of Elementary Methods in Number Theory (Graduate Texts in Mathematics, Vol. 195)

Sentiment score: 1
Reddit mentions: 1

We found 1 Reddit mentions of Elementary Methods in Number Theory (Graduate Texts in Mathematics, Vol. 195). Here are the top ones.

Elementary Methods in Number Theory (Graduate Texts in Mathematics, Vol. 195)
Buying options
View on Amazon.com
or
    Features:
  • LIFESIZE CUTOUT SPECIFICS: 24"W x 74"H (Depth: 8")
  • HUGE SELECTION: Perfect For Children's Birthday Parties, Special Events, School, Corporate Events, Awards Programs, Fairs, Festivals, Galas, Fundraisers And Green/Eco Events.
  • WOW: Make Any Special Event Or Party Spectacular With The Coolest Cut outs.  Wow Your Loved Ones With A Unique Gift That They Will Remember For Years! Display As A Prop At Trade Shows, Performances, Plays, Holidays And More.
  • MADE IN AMERICA: Proudly Manufactured In The U.S.A. HIGH QUALITY: Advanced Graphics' Produces The Highest Quality Cardboard Standups And Custom Prints In The World.
  • ADVANCED GRAPHICS: We Put Our Customers First And Will Continue To Provide The Best Customer Service To Those Who Keep Us In Business.
Specs:
Height9.21 Inches
Length6.14 Inches
Number of items1
Weight4.519476371 Pounds
Width1.19 Inches

idea-bulb Interested in what Redditors like? Check out our Shuffle feature

Shuffle: random products popular on Reddit

Found 1 comment on Elementary Methods in Number Theory (Graduate Texts in Mathematics, Vol. 195):

u/brandoh2099 · 3 pointsr/math

Well, Hardy & Wright is the classic book for elementary stuff. It has almost everything there is to know. There is also a nice book by Melvyn Nathanson called Elementary Methods in Number Theory which I really like and would probably be my first recommendation. Beyond that, you need to decide which flavour you like. Algebraic and analytic are the big branches.

For algebraic number theory you'll need a solid grounding in commutative algebra and Galois theory - say at the level of Dummit and Foote. Lang's book is pretty classic, but maybe a tough first read. I might try Number Fields by Marcus.

For analytic number theory, I think Davenport is the best option, although Montgomery and Vaughan is also popular.

Finally, Serre (who is often deemed the best math author ever) has the classic Course in Arithmetic which contains a bit of everything.