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Leader |
LDR
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cam a 00 |
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Control # |
1
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hbl99048679 |
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Control # Id |
3
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GCG |
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Date |
5
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20210608150517.0 |
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Fixed Data |
8
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100819s2011 riua b 001 0 eng |
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LC Card |
10
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$a 2010033266 |
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ISBN |
20
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$a9780821852811 (alk. paper) |
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ISBN |
20
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$a0821852817 (alk. paper) |
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Local Ctrl # |
35
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$a(OCoLC)ocn657223794 |
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Obsolete |
39
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$a269320$cTLC |
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Cat. Source |
40
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$aDLC$cDLC$dYDX$dYDXCP$dCDX$dDLC$dGCG |
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LC Call |
50
|
00 |
$aQA164$b.G37 2011 |
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Dewey Class |
82
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00 |
$a511/.6$222 |
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ME:Pers Name |
100
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1 |
$aGaribaldi, Julia,$d1976- |
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Title |
245
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14 |
$aThe Erdös distance problem /$cJulia Garibaldi, Alex Iosevich, Steven Senger. |
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Imprint |
260
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$aProvidence, R.I. :$bAmerican Mathematical Society,$cc2011. |
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Phys Descrpt |
300
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$axii, 150 p. :$bill. ;$c22 cm. |
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Series:Title |
440
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0 |
$aStudent mathematical library |
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Note:Bibliog |
504
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$aIncludes bibliographical references and index. |
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Note:Content |
505
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0 |
$a1. The [square root of n] theory -- 2. The [n to the 2/3 power] theory -- 3. The Cauchy-Schwarz inequality -- 4. Graph theory and incidences -- 5. The [n to the 4/5 power] theory -- 6. The [n to the 6/7 power] theory -- 7. Beyond [n to the 6/7 power] -- 8. Information theory -- 9. Dot products -- 10. Vector spaces over finite fields -- 11. Distances in vector spaces over finite fields. |
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Subj:Topical |
650
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0 |
$aCombinatorial analysis. |
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Subj:Topical |
650
|
0 |
$aNumber theory. |
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Subj:Topical |
650
|
0 |
$aHarmonic analysis. |
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Subj:Topical |
650
|
0 |
$aGeometry. |
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AE:Pers Name |
700
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1 |
$aIosevich, Alex,$d1967- |
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AE:Pers Name |
700
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1 |
$aSenger, Steven,$d1982- |
