| Record ID | marc_nuls/NULS_PHC_180925.mrc:151414892:2896 |
| Source | marc_nuls |
| Download Link | /show-records/marc_nuls/NULS_PHC_180925.mrc:151414892:2896?format=raw |
LEADER: 02896cam 2200385 a 4500
001 9920640280001661
005 20161129141057.0
008 011025s2003 dcua 000 0 eng
010 $a 2001097390
015 $aGBA3-17647
016 7 $a088385645x$2Uk
020 $a088385645X (pbk.)
020 $a088385600X (series)
029 1 $aUKM$bbA317647
035 $a(CSdNU)u236208-01national_inst
035 $a(OCoLC)51758993
035 $a(OCoLC)51758993
040 $aUk$cUKM$dDLC$dAVL$dLHA$dNOR
042 $alccopycat
049 $aCNUM
050 00 $aQA43$b.S295 2003
082 00 $a510$222
100 1 $aSavchev, Svetoslav.
245 10 $aMathematical miniatures /$cSvetoslav Savchev, Titu Andreescu.
260 $aWashington, D.C. :$bMathematical Association of America,$cc2003.
300 $axi, 223 p. :$bill. ;$c23 cm.
440 0 $aAnneli Lax new mathematical library ;$vv. 43
505 00 $g1. A$ttelescoping sum --$g2.$tLagrange's identity --$g3.$tPerfect squares --$g4.$tLest common multiples --$g5.$tTrig substitutions --$tCoffee break 1 --$g6.$tPopoviciu's theorem --$g7.$tCatalan's identity --$g8.$tSeveral inequalities --$g9.$tVectors --$g10.$tMathematical induction at work --$tCoffee break 2 --$g11. A$thighly divisible determinant --$g12.$tHermite's identity -- $g13.$tComplete sequences --$g14.$tThree polynomials --$g15.$tMore about induction --$tCoffee break 3 --$g16. A$tclassical identity --$g17. $tMultiplicative functions --$g18. The$t"arbitrary" Proizvolov --$g19. $tHolder's inequality --$g20.$tSymmetry --$tCoffee break 4 --$g21.$tHe knows I know he knows --$g22. A$tspecial inequality --$g23.$tTwo inductive constructions --$g24.$tSome old-fashioned geometry --$g25.$tExtremal arguments --$tCoffee break 5 --$g26. The$tAMS inequality --$g27.$tHelly's theorem for one dimension --$g28.$tTwo approaches --$g29.$tRadical axis --$g30. The$tpigeonhole principle --$tCoffee break 6 --$g31. The$tthree jug problem --$g32.$tRectifying trajectories --$g33.$tNumerical systems --$g34.$tMore on polynomials --$g35. $tGeometric transformations --$tCoffee break 7 --$g36. The$tGame of life problem --$g37.$tTetrahedra with a point in common --$g38.$tShould we count -- $g39.$tLet's count now --$g40.$tSome elementary number theory --$tCoffee break 8 --$g41.$tEuclid's game --$g42.$tPerfect powers --$g43. The$t2n-1 problem -- $g44. The$t2n+1 problem --$g45. The$t3n problem --$tCoffee break --$g46. $tPairwise sums --$g47.$tInteger progressions --$g48.$tIncomparable sets -- $g49.$tMorse's sequence --$g50. A$tfavorite of Erdos.
650 0 $aMathematics$vProblems, exercises, etc.
650 0 $aProblem solving.
700 1 $aAndreescu, Titu,$d1956-
710 2 $aMathematical Association of America.
949 $aQA 43 .S295 2003$i31786101893631
994 $a92$bCNU
999 $aQA 43 .S295 2003$wLC$c1$i31786101893631$lCIRCSTACKS$mNULS$rY$sY$tBOOK $u1/7/2005