Registos Bibliográficos associados ao registo de autoridade |
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Etiqueta de registo: 01139cam 2200325 450 001 950614 003 http://id.bnportugal.gov.pt/bib/porbase/950614 005 19990617000000.0 010 ## $a972-662-568-8 021 ## $aPT$b115317/97 035 ## $a(bn)950614 095 ## $aPTBN00965055 100 ## $a19980320d1997 m y0pory0103 ba 101 1# $apor$ceng 102 ## $aPT 105 ## $aa z 000yy 106 ## $ar 200 1# $a?O ?último teorema de Fermat$eà descoberta do segredo de um problema matemático secular$fAmir D. Aczel$gtrad. André Milheiriço Dias Melancia, Joaquim Coutinho$grev. Paulo Almeida 205 ## $a1ª ed 210 #9 $aLisboa$cGradiva,$d1997 215 ## $a128 p.$cil.$d21 cm 225 2# $aCiência aberta$v92 304 ## $aTít. orig.: Fermat's last theorema, unlocking the secret of an ancient mathematical
problem 675 ## $a511.3$vBN$zpor$3331905 700 #1 $aAczel,$bAmir D.$3278118 702 #1 $aMelancia,$bAndré Milheiriço Dias$4730$3278120 702 #1 $aCoutinho,$bJoaquim,$f1928-$4730$31648133 702 #1 $aAlmeida,$bPaulo$4640$3278127 801 #0 $aPT$bBN$gRPC 966 ## $lABMAD$mABMAD$sMat. U6 966 ## $c2$lBN$mFGMON$sS.A. 85930 V.$x1 966 ## $c2$lBN$mFGMON$sS.A. 85930 V.$x1 966 ## $lBPEV$mBPEV$s51 ACZ/ULT 966 ## $lBPMP$mBPMP$sC4-6-50[92] 966 ## $lCMTDL$mCMTDL$s51 ACZ 966 ## $lESES$mESES$s51 Fermat, P. de (091) ACZ-TEO 966 ## $lIPMCV$mIPMCV$s511 ACZ 966 ## $lUCBG$mUCBG$s5-18-31-68 966 ## $lUCMA$mUCMA$s01A05/ACZ 966 ## $lUCMLZ$mUCMLZ$sQA 244. A29 1997 (DIVULGAÇÃO) 966 ## $lUEBIB$mUEBIB$sVERNEY M01/511.343 ACZ u
Etiqueta de registo: 01090nam 2200301 450 001 1318194 003 http://id.bnportugal.gov.pt/bib/porbase/1318194 010 ## $a972-662-568-8 021 ## $aPT$b211813/04 035 ## $a(bn)1318194 100 ## $a20050314d2004 k y0pory0103 ba 101 1# $apor$ceng 102 ## $aPT 105 ## $aa z 000yy 106 ## $ar 200 1# $a?O ?último teorema de Fermat$eà descoberta do segredo de um problema matemático secular$fAmir D. Aczel$grev. cient. Paulo Almeida$gtrad. André Melancia, Joaquim Coutinho 205 ## $a2ª ed 210 #9 $aLisboa$cGradiva,$d2004 215 ## $a128, [2] p.$cil.$d21 cm 225 2# $aCiência aberta$v92 304 ## $aTít. orig.: Fermat's last theorem : unlocking the secret of an ancient mathematical
problem 675 ## $a511.3$vBN$zpor$3331905 700 #1 $aAczel,$bAmir D.$3278118 702 #1 $aAlmeida,$bPaulo$4675$3278127 702 #1 $aMelancia,$bAndré Milheiriço Dias$4730$3278120 702 #1 $aCoutinho,$bJoaquim de Almeida Moura$4730$31190430 900 ## $aBIBNAC$d20130602 966 ## $lBN$mFGMON$sS.A. 109965 V.$x1 966 ## $lBN$mFGMON$sS.A. 109965 V.$x1 966 ## $lBPMP$mBPMP$s5a 000403$x1 966 ## $lBPRMAD$mBPRMAD$sCIE511.3ACZ 966 ## $b002$lUCBG$mUCBG$s8-(2)-20-1-35 $x1 966 ## $lUCJPII$mUCJPII$s512 ACZ
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