Registos Bibliográficos associados ao registo de autoridade |
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Etiqueta de registo: 00745cam 2200253 450 001 1037131 003 http://id.bnportugal.gov.pt/bib/porbase/1037131 005 20010214142700.0 010 ## $a972-8394-03-9 021 ## $aPT$b112106/99 035 ## $a(bn)1037131 100 ## $a20001027d1999 k y0pory0103 ba 101 0# $apor 102 ## $aPT 105 ## $ay j 001yy 106 ## $ar 200 1# $aIntegral de Riemann e de Lebesgue em Rn$fA. Bivar Weinholtz 205 ## $a3ª ed 210 #9 $aLisboa$cUniv. Faculdade de Ciências,$d1999 215 ## $a[8], IV, 229 p.$d24 cm 225 2# $aTextos de matemática$v4 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 966 ## $lABMAD$mABMAD$s02/3562 966 ## $lBN$mFGMON$sS.A. 94602 V.$x1 966 ## $lBN$mFGMON$sS.A. 94602 V.$x1 966 ## $lBPMP$mBPMP$s5b 000167$x1 966 ## $b002$lUCBG$mUCBG$s5-57-26-21 $x1
Etiqueta de registo: 00940cam 22002531 450 001 1712680 003 http://id.bnportugal.gov.pt/bib/porbase/1712680 005 20030629092700.0 035 ## $986413 095 ## $aPTBN00998616 100 ## $a19891127d1987 k y0pory0103 ba 101 0# $apor 102 ## $aPT 200 1# $aLiteratura portuguesa$fMaria Teresa Azinheira, José Leitäo de Castro 210 ## $aLisboa$cLisboa Editora,$d1987 215 ## $a2 v.$cil.$d25 cm 327 1# $avol.1 < Area D > 10º ano de escolaridade. - 279 p$avol.2 < Area D > 11º ano de escolaridade. - 272 p. 675 ## $a372.88:869.0$vmed$zfre$31386805 675 ## $a869.0:372.88$vmed$zfre$31386806 700 #1 $aAzinheira,$bMaria Teresa,$f1942-$312332 701 #1 $aCastro,$bJosé Leitäo de$4070$3113337 801 #0 $aPT$bBN$gRPC 930 ## $lUMSD$dBGUM 869.0:372.88 977 ## $1BGUM 869.0:372.88$2coop$4UMSD$6efalt293920$7bc$8coop$9UMSD$b52716$k0 977 ## $1BGUM 869.0:372.88$2coop$4UMSD$6efalt293921$7bc$8coop$9UMSD$b52717$dvol.2$k0 998 ## $aMSD36-222
Etiqueta de registo: 00825cam 02200253 04500 001 1704266 003 http://id.bnportugal.gov.pt/bib/porbase/1704266 005 20030627185800.0 035 ## $943450 095 ## $aPTBN00957793 100 ## $a19951027d1985 a y0pory0103 ba 101 0# $apor 102 ## $aPT 200 1# $a<O >Islão$fDaniel Mallo 210 ## $aLisboa$cLatinas,$dD.L. 1985 215 ## $a2 v.$cil.$d19 cm 225 2# $aHistória da Humanidade$v21, 22 300 ## $aIlustrada passo a passo 327 1# $a1º v.< Maomé. - 68, [5] p.$a2º v.> A expansäo. - 68, [5] p. 675 ## $a087.5$vBN$zpor$3287999 675 ## $a929 Maomé$vBN$zpor$3439877 700 #1 $aMallo,$bDaniel$3817137 801 #0 $aPT$bBN$gRPC 977 ## $1Hist. Port. 6D$2coop$4BPRMAD$6efalt241800$7bc$8coop$9BPRMAD$b16321$k0 977 ## $1Hist. Port. 6D$2coop$4BPRMAD$6efalt241801$7bc$8coop$9BPRMAD$b16322$d2º v.$k0 998 ## $aMAD4-132
Etiqueta de registo: 00949cam 2200301 450 001 1671755 003 http://id.bnportugal.gov.pt/bib/porbase/1671755 010 ## $a972-8394-06-3 021 ## $aPT$b112106/05 035 ## $a(bn)1671755 100 ## $a20071115d2005 k y0pory01030103ba 101 0# $apor 102 ## $aPT 105 ## $ay z 001yy 106 ## $ar 200 1# $aEquações diferenciais$e?uma ?introdução$fA. Bivar Weinholtz$ged. Luís Trabucho, Miguel Ramos 205 ## $a3ª ed 210 #9 $aLisboa$cFaculdade de Ciências da Univ.,$d2005 215 ## $a[8], 401 p.$d24 cm 225 2# $aTextos de matemática$v7 320 ## $aBibliografia, p. 395-396 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 702 #1 $aTrabucho,$bLuís,$f1953-$4340$3221297 702 #1 $aRamos,$bMiguel P. N.,$f1963-$4340$353133 801 #0 $aPT$bBN$gRPC 900 ## $aBIBNAC$d20130602 966 ## $lBN$mFGMON$x1 966 ## $lBN$mFGMON$sS.A. 118902 V.$x1 966 ## $lBPRMAD$mBPRMAD$nAbraão$sCIE517.9WEI
Etiqueta de registo: 00918cam 2200289 450 001 607310 003 http://id.bnportugal.gov.pt/bib/porbase/607310 005 19990104000000.0 021 ## $aPT$b99324/96 035 ## $a(bn)607310 095 ## $aPTBN00817637 100 ## $a19960624d1996 k y0pory0103 ba 101 1# $apor 102 ## $aPT 105 ## $aa j 001yy 106 ## $ar 200 1# $aIntegral de Riemann e de Lebesgue em Rn$fA. Bivar Weinholtz$ged. L. Sanchez e L. Trabucho 210 #9 $aLisboa$cDep. de Matemática da Fac. de Ciências da Univ.,$d1996 215 ## $a[6], 221, [2] p.$cil.$d24 cm 225 2# $aTextos de matemática$v4 320 ## $aBibliografia, p. 221 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 702 #1 $aSanches,$bL.$4340$3221295 702 #1 $aTrabucho,$bLuís,$f1953-$4340$3221297 801 #0 $aPT$bBN$gRPC 966 ## $lABMAD$mABMAD$sEns. Sup. D 966 ## $c2$lBN$mFGMON$sS.A. 81489 V.$x1 966 ## $c2$lBN$mFGMON$sS.A. 81489 V.$x1 966 ## $lBPMP$mBPMP$sC5-7-56[4] 966 ## $lIPLLE$mIPLLE$s076-02-14 966 ## $lUCBG$mUCBG$s5-18-33-3 966 ## $lUCMA$mUCMA$s26A/WEI
Etiqueta de registo: 00797cam 2200217 450 001 1711984 003 http://id.bnportugal.gov.pt/bib/porbase/1711984 005 20030630181700.0 035 ## $990269 095 ## $aPTBN01002520 100 ## $a19970617d1994 k y0pory0103 ba 101 0# $apor 102 ## $aPT 200 1# $aPragmática e sintaxe-semântica das consecutivas$fJoaquim Fonseca 210 ## $aPorto$cFac. de Letras,$d1994 215 ## $ap. 7-96$d24 cm 305 ## $aSep. Rev. Fac. Letras, Línguas e Literaturas, 2ª Sér., 11 675 ## $a801.5$vBN$zpor$3292435 700 #1 $93$aFonseca,$bJoaquim$3283783 801 #0 $aPT$bBN$gRPC 977 ## $1I3-7-70[1]$2coop$31$4BPMP$696d09.266$7bc$8COOP$9BPMP$b96d09.266$h9609$k0 977 ## $1Sep. Cx. 00075-B$2coop$4BPRMAD$6Seq15522$7bc$8COOP$9BPRMAD$b15522$k0 977 ## $104-F744p$2coop$4UPLE$6efalt2100863$7bc$8coop$9UPLE$aOferta$b42074$c2$k0
Etiqueta de registo: 00786cam 2200277 450 001 900129 003 http://id.bnportugal.gov.pt/bib/porbase/900129 005 19990630175400.0 010 ## $a972-8394-09-8 021 ## $aPT$b112106/98 035 ## $a(bn)900129 095 ## $aPTBN01026678 100 ## $a19981209d1998 m y0pory0103 ba 101 0# $apor 102 ## $aPT 105 ## $ay j 001yy 106 ## $ar 200 1# $aTeoria dos operadores$fA. Bivar Weinholtz 210 #9 $aLisboa$cUniversidade,$d1998 215 ## $aXI, 303, [1] p.$d24 cm 225 2# $aTextos de matemática$v10 320 ## $aBibliografia, p. 295-297 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 801 #0 $aPT$bBN$gRPC 966 ## $lABMAD$mABMAD$sEns. Sup. D$x0 966 ## $c2$lBN$mFGMON$sS.A. 87781 V.$x1 966 ## $c2$lBN$mFGMON$sS.A. 87781 V.$x1 966 ## $lBPMP$mBPMP$sK6-6-147[10] 966 ## $lUCBG$mUCBG$s6-74-7-20
Etiqueta de registo: 00842cam 2200277 450 001 916110 003 http://id.bnportugal.gov.pt/bib/porbase/916110 005 19990609000000.0 010 ## $a972-8394-06-3 021 ## $aPT$b112106/97 035 ## $a(bn)916110 095 ## $aPTBN00930078 100 ## $a19971106d1997 k y0pory0103 ba 101 0# $apor 102 ## $aPT 105 ## $aa j 001yy 106 ## $ar 200 1# $aEquações diferenciais$e?uma ?introdução$fA. Bivar Weinholtz 210 #9 $aLisboa$cFaculdade de Ciências. Dep. de Matemática,$d1997 215 ## $a[4], IV, 391, [1] p.$cil.$d24 cm 225 2# $aTextos de matemática$v7 320 ## $aBibliografia, p. 385-386 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 801 #0 $aPT$bBN$gRPC 966 ## $c2$lBN$mFGMON$sS.A. 84913 V.$x1 966 ## $c2$lBN$mFGMON$sS.A. 84913 V.$x1 966 ## $lBPEV$mBPEV$s51 WEI/EQU 966 ## $lBPMP$mBPMP$sK6-6-147[7] 966 ## $lISEC$mISEC$s3-11-34 966 ## $lUCBG$mUCBG$s5-18-33-42 966 ## $lUCMA$mUCMA$s34-01/WEI 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY M34/517.9 WEI e 966 ## $lUTADBG$mUTADBG$sU10-1 63365 MT
Etiqueta de registo: 00899cam 2200289 450 001 974487 003 http://id.bnportugal.gov.pt/bib/porbase/974487 005 19990624000000.0 010 ## $a972-8394-03-9 021 ## $aPT$b1112106/97 035 ## $a(bn)974487 095 ## $aPTBN00983265 100 ## $a19980425d1997 k y0pory0103 ba 101 0# $apor 102 ## $aPT 105 ## $aa j 001yy 106 ## $ar 200 1# $aIntegral de Riemann e de Lebesgue em Rn$fA. Bivar Weinholtz$ged. L. Sanchez e L. Trabucho 205 ## $a2ª ed 210 #9 $aLisboa$cUniv. Fac. de Ciências. Dep. de Matemática,$d1997 215 ## $a[6], IV, 229, [2] p.$cil.$d24 cm 225 2# $aTextos de matemática$v4 320 ## $aBibliografia, p. 225 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 801 #0 $aPT$bBN$gRPC 966 ## $c2$lBN$mFGMON$sS.A. 86011 V.$x1 966 ## $c2$lBN$mFGMON$sS.A. 86011 V.$x1 966 ## $lBPEV$mBPEV$s51 WEI/INT 966 ## $lBPMP$mBPMP$sH4-8-173[4] 966 ## $lBPRMAD$mBPRMAD$nJuliana$sCIE517WEI 966 ## $lUCBG$mUCBG$s5-18-33-48 966 ## $lUCMA$mUCMA$s26A/WEI/2ªed. 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY M26/517.518.12 WEI i 966 ## $lUEBIB$mUEBIB$sVERNEY M34/517.518.12 WEI i 966 ## $lUTADBG$mUTADBG$sU10-1 63362 MT
Etiqueta de registo: 00782cam 2200265 450 001 1037124 003 http://id.bnportugal.gov.pt/bib/porbase/1037124 005 20010214103900.0 010 ## $a972-8394-06-3 021 ## $aPT$b112106/00 035 ## $a(bn)1037124 100 ## $a20001027d2000 k y0pory0103 ba 101 0# $apor 102 ## $aPT 105 ## $ay z 001yy 106 ## $ar 200 1# $aEquações diferenciais$e?uma ?introdução$fA. Bivar Weinholtz 205 ## $a2ª ed 210 #9 $aLisboa$cUniv. Faculdade de Ciências,$d2000 215 ## $a[8], 399 p.$d24 cm 225 2# $aTextos de matemática$v7 320 ## $aBibliografia, p. 393-394 675 ## $a51(075.8)$vBN$zpor$3381352 700 #1 $aWeinholtz,$bA. Bivar$3221291 966 ## $lABMAD$mABMAD$s03/1385 DL 966 ## $lABMAD$mABMAD$sEns. Sup. 2E 966 ## $lBN$mFGMON$sS.A. 94600 V.$x1 966 ## $lBN$mFGMON$sS.A. 94600 V.$x1 966 ## $lBPMP$mBPMP$s5b 000168$x1 966 ## $b002$lUCBG$mUCBG$s5-57-26-23 $x1 966 ## $lUEBIB$mUEBIB$sVERNEY 966 ## $lUEBIB$mUEBIB$sVERNEY M34/517.9 WEI e
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