The book The Theory of Numbers was written by author R D Robert Daniel Carmichael Here you can read free online of The Theory of Numbers book, rate and share your impressions in comments. If you don't know what to write, just answer the question: Why is The Theory of Numbers a good or bad book?
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, m r by the relations m = dimi=d2m2= . . . =d T m r . Now consider the set of m positive integers not greater than m, and classify them as follows into r classes. Place in the first class those integers of the set which have with m the great- est common divisor mi; -their number is (di), as may be seen from the lemma. Place in the second class those integers of the set which have with m the greatest common divisor m 2 \ their number is 4>(d 2 )- Proceeding in this way throughout, we place fina...lly in the last class those integers of the set which have with m the greatest common divisor m r ', their number is 4>{d r ). It is evident that every integer in the set falls into one and into just one of these r classes. Hence the total num- ber m of integers in the set is 4>{d\) -\- 4>{d 2 ) -{- . . . -\-(d r ). From this the theorem follows immediately. 36 THEORY OF NUMBERS EXERCISES 1. Show that the indicator of any integer greater than 2 is even. 2. Prove that the number of irreducible fractions not greater than 1 and with denominator equal to n is (n).
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