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Leader |
LDR
|
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cam a 00 |
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Control # |
1
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hbl99048652 |
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Control # Id |
3
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GCG |
|
Date |
5
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20211020135434.0 |
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Fixed Data |
8
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100712s2010 njua 001 0 eng |
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LC Card |
10
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$a 2010281081 |
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National Bib |
15
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$aGBA8C3859$2bnb |
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Tag 16 |
16
|
7 |
$a014788294$2Uk |
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ISBN |
20
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$a9780470424131 (hbk. : alk. paper) |
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Local Ctrl # |
35
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$a(OCoLC)ocn267188768 |
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Obsolete |
39
|
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$a269288$cTLC |
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Cat. Source |
40
|
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$aUKM$cUKM$dBTCTA$dYDXCP$dC#P$dBWX$dNTE$dDLC$dGCG |
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Authen. Ctr. |
42
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$alccopycat |
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Dewey Class |
82
|
04 |
$a512.72$222 |
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LC Call |
50
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00 |
$aQA241$b.P662 2010 |
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ME:Pers Name |
100
|
1 |
$aPommersheim, James E.$q(James Erik),$d1967- |
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Title |
245
|
10 |
$aNumber theory :$ba lively introduction with proofs, applications, and stories /$cJames E. Pommersheim, Tim K. Marks, Erica L. Flapan. |
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Imprint |
260
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$aHoboken, NJ :$bWiley,$cc2010. |
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Phys Descrpt |
300
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$axxi, 763 p. :$bill. (some col.) ;$c25 cm. |
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Note:General |
500
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$aIncludes index. |
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Note:Content |
505
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0 |
$aPrologue: Number theory through the ages -- Numbers, rational and irrational -- Mathematical induction -- Divisibility and primes -- The Euclidean algorithm -- Linear Diophantine equations -- The fundamental theorem of arithmetic -- Modular arithmetic -- Modular number systems -- Exponents modulo n -- Primitive roots -- Quadratic residues -- Primality testing -- Gaussian integers -- Continued fractions -- Some nonlinear Diophantine equations. |
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Subj:Topical |
650
|
0 |
$aNumber theory. |
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Subj:Topical |
650
|
0 |
$aNumber theory$vProblems, exercises, etc. |
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AE:Pers Name |
700
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1 |
$aMarks, Tim K.$q(Tim Kalman) |
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AE:Pers Name |
700
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1 |
$aFlapan, Erica,$d1956- |
