000			01350nam a2200217Ia 4500
003			OSt
005			20260821094721.0
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020			_a9780821868881
082			_a512.7 KON-P
100			_aDe Koninck, Jean-Marie _919632
245		0	_a1001 problems in classical number theory
260			_aRhode Island; _bAmerican Mathematical Society, _c2011.
300			_axi, 336p.
520			_aThere really are 1001 problems in classical number theory here, and each one leads to the next so readers can progress at their own speed. As they read they will be enticed into trying just one more, succeeding, and moving on to the next, Ideal for self-study or for a year's worth of exercises, this starts with key elements from the theory such as argument, inequalities, divisibility, prime numbers, congruence, arithmetic functions, diophantine equations, and classifications of real numbers. The authors then work through the problems together with readers following basically the sequence in the text and providing solutions. The result is quite accessible and the innovative approach could serve as a model for a lively series.
650			_aAlgebra _xNumber theory _995766
650			_aMathematics _xNumber Theory _xProblems _995767
700			_aMercier, Armel _993893
942			_cBK
999			_c51527 _d51527