Mathematik : Lehrbuch für Fachhochschulen Bd. 1
Gespeichert in:
| Autor*in: |
Feldmann, Dietrich [mitarb] |
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| Format: |
Buch |
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| Sprache: |
Deutsch |
| Erschienen: |
Düsseldorf: VDI-Verlag ; 1995 |
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| Ausgabe: |
4., neubearb. Aufl |
| Systematik: |
|
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| Umfang: |
XIV, 622 S ; graph. Darst |
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| Übergeordnetes Werk: |
12510359X - Bd. 1 |
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| Links: | |
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| ISBN: |
3-18-401391-X |
| Katalog-ID: |
193001241 |
|---|
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| 245 | 1 | 0 | |a Mathematik |b Lehrbuch für Fachhochschulen |n Bd. 1 |c Dietrich Feldmann ... Hrsg. von Albert Fetzer; Heiner Fränkel |
| 250 | |a 4., neubearb. Aufl | ||
| 264 | 1 | |a Düsseldorf |b VDI-Verlag |c 1995 | |
| 300 | |a XIV, 622 S |b graph. Darst | ||
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| 700 | 1 | |a Fränkel, Heiner |4 oth | |
| 700 | 1 | |a Feldmann, Dietrich |e mitarb |4 oth | |
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Darst Text txt rdacontent ohne Hilfsmittel zu benutzen n rdamedia Band nc rdacarrier Archivierung prüfen 20240324 DE-4165 2 pdager Fetzer, Albert oth Fränkel, Heiner oth Feldmann, Dietrich mitarb oth (DE-627)12510359X (DE-576)9125103598 Bd. 1 1.1995 nnnm http://www.gbv.de/dms/ilmenau/toc/193001241.PDF V:DE-601 B:DE-ilm1 pdf/application Verlag Inhaltsverzeichnis Inhaltsverzeichnis GBV_ILN_20 ISIL_DE-84 SYSFLAG_1 GBV_KXP GBV_ILN_23 ISIL_DE-830 GBV_ILN_65 ISIL_DE-3 GBV_ILN_65_a016 GBV_ILN_70 ISIL_DE-89 GBV_ILN_95 ISIL_DE-542 GBV_ILN_100 ISIL_DE-Ma9 GBV_ILN_105 ISIL_DE-841 GBV_ILN_118 ISIL_DE-Kt1 GBV_ILN_136 ISIL_DE-Wis1 GBV_ILN_150 ISIL_DE-J59 GBV_ILN_151 ISIL_DE-546 GBV_ILN_161 ISIL_DE-960 GBV_ILN_285 ISIL_DE-517 GBV_ILN_370 ISIL_DE-1373 SK 399 Einführung in die höhere Mathematik Mathematik Monografien Einführung in die höhere Mathematik (DE-627)1271143240 (DE-625)rvk/143236: (DE-576)201143240 31.00 Mathematik: Allgemeines (DE-627)106415808 MV 20 01 0084 1662243669 00 A4 FETZER 02.01 i --%%-- riA4 09-02-17 23 01 0830 225898853 00 27 2777-5910 --%%-- --%%-- z 23-01-97 65 01 3/4 189247126 00 Ha 4 SK 399 133 (1)<4> u --%%-- 09 Ha 4 MI 96-205 (1) --%%-- --%%-- za016 18-06-96 70 01 0089 176551190 00 Haus2 T 96 B 1191 --%%-- --%%-- z 04-03-96 95 01 3095/1 174374380 00 GA 31.00 Ma 126 b --%%-- 09 --%%-- FH 1996:1645(1)<4>/1 --%%-- --%%-- k1 12-02-96 95 03 3095/1 174378025 00 FH 31.00 154(1)<4>/3 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/3 --%%-- --%%-- k1 12-02-96 95 04 3095/1 174378033 00 FH 31.00 154(1)<4>/4 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/4 --%%-- --%%-- k1 12-02-96 100 01 3100 227684605 00 FH 1997 a 1320:1 u --%%-- k 20-11-12 100 05 3100 253189446 00 RZVICRA 1997 a 1320:5 g --%%-- k 28-10-08 105 01 0841 186166850 00 Mag 1996 A 515 u --%%-- z 17-05-96 118 01 3329 639803105 00 KOET-LS MA 40076 <1> i --%%-- z1 19-03-04 118 02 3329 1455986925 00 KOET-Mag MA 40076 <2> u --%%-- Ex. 6-20 ausgesondert z1 04-02-14 118 03 3329 1506850855 00 KOET-Mag MA 40076 <3> u --%%-- z1 04-02-14 118 04 3329 1455986941 00 KOET-Mag MA 40076 <4> u --%%-- z1 04-02-14 118 05 3329 27 145598695X 00 KOET-Mag MA 40076 <5> u --%%-- z1 04-02-14 136 01 3526 1276106351 00 HA<Wmde> SK 400 F421-1(4) u --%%-- zpe 08-11-11 136 02 3526 127610684X 00 HA<Wmde> SK 400 F421-1(4)+2 u --%%-- z 08-11-11 136 03 3526 1276107307 00 HA<Wmde> SK 400 F421-1(4)+3 u --%%-- z 08-11-11 136 04 3526 1276107838 00 HA<Wmde> SK 400 F421-1(4)+4 u --%%-- z 08-11-11 136 05 3526 1276110227 00 HA<Wmde> SK 400 F421-1(4)+5 u --%%-- z 08-11-11 136 06 3526 1276111045 00 HA<Wmde> SK 400 F421-1(4)+6 u --%%-- z 08-11-11 136 07 3526 1276111541 00 HA<Wmde> SK 400 F421-1(4)+7 u --%%-- z 08-11-11 136 08 3526 1276111983 00 HA<Wmde> SK 400 F421-1(4)+8 u --%%-- z 08-11-11 136 09 3526 1276113641 00 HA<Wmde> SK 400 F421-1(4)+9 u --%%-- z 08-11-11 136 10 3526 1276113986 00 HA<Wmde> SK 400 F421-1(4)+10 u --%%-- z 08-11-11 136 11 3526 1276114818 00 HA<Wmde> SK 400 F421-1(4)+11 u --%%-- z 08-11-11 136 12 3526 1276115679 00 HA<Wmde> SK 400 F421-1(4)+12 u --%%-- z 08-11-11 136 13 3526 1276116551 00 HA<Wmde> SK 400 F421-1(4)+13 u --%%-- z 08-11-11 136 14 3526 1276117256 00 HA<Wmde> SK 400 F421-1(4)+14 u --%%-- z 08-11-11 136 15 3526 1276117736 00 HA<Wmde> SK 400 F421-1(4)+15 u --%%-- z 08-11-11 136 16 3526 1290350620 00 HA<Wmde> SK 400 F421-1(4)+16 u --%%-- z 30-01-12 136 17 3526 1480907006 00 HA<Wmde> SK 400 F421-1(4)+17 u --%%-- xpe 01-07-14 150 01 3406 92660953X 00 --%%-- 31.00,362-09/00809 u --%%-- z 24-03-09 151 01 0546 300167423 00 MAG 011.787 u --%%-- z 30-09-98 151 02 0546 300167431 00 LS SM 320 F312 (4) -1 u --%%-- z 30-09-98 161 01 960/1 485267055 00 Z MAT 0000 /13-1(4):1 u --%%-- 5 Ex. zz 09-05-96 161 02 960/1 185663508 00 Z MAT 0000 /13-1(4):2 u --%%-- zz 09-05-96 161 03 960/1 185663516 00 Z MAT 0000 /13-1(4):3 u --%%-- zz 09-05-96 161 04 960/1 185663524 00 Z MAT 0000 /13-1(4):4 u --%%-- zz 09-05-96 161 05 960/1 498604918 00 Z MAT 0000 /13-1(4):5 u --%%-- zz 09-05-96 285 01 0517 63002944X 00 1302 SK 399 MAT u --%%-- z 13-01-04 370 01 4370 236259989 00 EG SK 399 005 1 (4) u --%%-- 01 --%%-- Cc 337.1 --%%-- --%%-- zi001 13-05-97 105 00 DE-841 https://portal.dnb.de/opac/mvb/cover?isbn=318401391X 118 00 DE-Kt1 00 Mathematik : Allgemeines 100 00 DE-Ma9 00 B. 210 118 00 DE-Kt1 00 MA 285 00 DE-517 00 SK 399 23 01 0830 830$27775910 00 65 01 3/4 3/16$000015776 70 01 0089 89$113529597 95 01 3095/1 542$000088781 95 03 3095/1 542$000088811 95 04 3095/1 542$000088803 100 01 3100 MA9$003071790 100 05 3100 MA9$003472027 105 01 0841 841$0000908282 118 01 3329 KT1$100092624 <1> 118 02 3329 KT1$100354882 <2> 118 03 3329 KT1$100427499 <3> 118 04 3329 KT1$100426816 <4> 118 05 3329 KT1$100638384 <5> 136 01 3526 WIS1$1977490 136 02 3526 WIS1$1977474 136 03 3526 WIS1$1998188 136 04 3526 WIS1$2004011 136 05 3526 WIS1$1977458 136 06 3526 WIS1$197744X 136 07 3526 WIS1$1997955 136 08 3526 WIS1$2001640 136 09 3526 WIS1$1977482 136 10 3526 WIS1$1977504 136 11 3526 WIS1$1977466 136 12 3526 WIS1$2002264 136 13 3526 WIS1$1924915 136 14 3526 WIS1$1999338 136 15 3526 WIS1$1996061 136 16 3526 WIS1$1977512 136 17 3526 WIS1$1990357 150 01 3406 0900809 151 01 0546 00090462 151 02 0546 00090463 161 01 960/1 960$00814741 161 02 960/1 960$00814717 00 161 03 960/1 960$00814725 00 161 04 960/1 960$00814733 00 161 05 960/1 960$01221981 285 01 0517 91989830 370 01 4370 HC036059 105 01 0841 1996 A 515 136 01 3526 1988 A 2125 (1) 136 02 3526 1988 A 2125 a (1) 136 03 3526 1988 A 2125 b (1) 136 04 3526 1988 A 2125 c (1) 136 05 3526 1988 A 2125 d (1) 136 06 3526 1988 A 2125 e (1) 136 07 3526 1988 A 2125 f (1) 136 08 3526 1988 A 2125 g (1) 136 09 3526 1988 A 2125 h (1) 136 10 3526 1988 A 2125 i (1) 136 11 3526 1988 A 2125 k (1) 136 12 3526 1988 A 2125 l (1) 136 13 3526 1988 A 2125 m (1) 136 14 3526 1988 A 2125 n (1) 136 15 3526 1988 A 2125 o (1) 136 16 3526 1988 A 2125 p (1) 136 17 3526 1988 A 2125 q (1) 150 01 3406 09/00809 161 01 960/1 96/0446:EM 161 02 960/1 96/0443:EM 161 03 960/1 96/0444:EM 161 04 960/1 96/0445 161 05 960/1 96/0442:EM 285 01 0517 04013673 370 01 4370 97.297 |
| spelling |
318401391X 3-18-401391-X (DE-627)193001241 (DE-599)GBV193001241 (OCoLC)633677059 DE-627 ger DE-627 rakwb ger XA-DE SK 399 DE-1373 rvk (DE-625)rvk/143236: 31.00 bkl Mathematik Lehrbuch für Fachhochschulen Bd. 1 Dietrich Feldmann ... Hrsg. von Albert Fetzer; Heiner Fränkel 4., neubearb. Aufl Düsseldorf VDI-Verlag 1995 XIV, 622 S graph. Darst Text txt rdacontent ohne Hilfsmittel zu benutzen n rdamedia Band nc rdacarrier Archivierung prüfen 20240324 DE-4165 2 pdager Fetzer, Albert oth Fränkel, Heiner oth Feldmann, Dietrich mitarb oth (DE-627)12510359X (DE-576)9125103598 Bd. 1 1.1995 nnnm http://www.gbv.de/dms/ilmenau/toc/193001241.PDF V:DE-601 B:DE-ilm1 pdf/application Verlag Inhaltsverzeichnis Inhaltsverzeichnis GBV_ILN_20 ISIL_DE-84 SYSFLAG_1 GBV_KXP GBV_ILN_23 ISIL_DE-830 GBV_ILN_65 ISIL_DE-3 GBV_ILN_65_a016 GBV_ILN_70 ISIL_DE-89 GBV_ILN_95 ISIL_DE-542 GBV_ILN_100 ISIL_DE-Ma9 GBV_ILN_105 ISIL_DE-841 GBV_ILN_118 ISIL_DE-Kt1 GBV_ILN_136 ISIL_DE-Wis1 GBV_ILN_150 ISIL_DE-J59 GBV_ILN_151 ISIL_DE-546 GBV_ILN_161 ISIL_DE-960 GBV_ILN_285 ISIL_DE-517 GBV_ILN_370 ISIL_DE-1373 SK 399 Einführung in die höhere Mathematik Mathematik Monografien Einführung in die höhere Mathematik (DE-627)1271143240 (DE-625)rvk/143236: (DE-576)201143240 31.00 Mathematik: Allgemeines (DE-627)106415808 MV 20 01 0084 1662243669 00 A4 FETZER 02.01 i --%%-- riA4 09-02-17 23 01 0830 225898853 00 27 2777-5910 --%%-- --%%-- z 23-01-97 65 01 3/4 189247126 00 Ha 4 SK 399 133 (1)<4> u --%%-- 09 Ha 4 MI 96-205 (1) --%%-- --%%-- za016 18-06-96 70 01 0089 176551190 00 Haus2 T 96 B 1191 --%%-- --%%-- z 04-03-96 95 01 3095/1 174374380 00 GA 31.00 Ma 126 b --%%-- 09 --%%-- FH 1996:1645(1)<4>/1 --%%-- --%%-- k1 12-02-96 95 03 3095/1 174378025 00 FH 31.00 154(1)<4>/3 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/3 --%%-- --%%-- k1 12-02-96 95 04 3095/1 174378033 00 FH 31.00 154(1)<4>/4 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/4 --%%-- --%%-- k1 12-02-96 100 01 3100 227684605 00 FH 1997 a 1320:1 u --%%-- k 20-11-12 100 05 3100 253189446 00 RZVICRA 1997 a 1320:5 g --%%-- k 28-10-08 105 01 0841 186166850 00 Mag 1996 A 515 u --%%-- z 17-05-96 118 01 3329 639803105 00 KOET-LS MA 40076 <1> i --%%-- z1 19-03-04 118 02 3329 1455986925 00 KOET-Mag MA 40076 <2> u --%%-- Ex. 6-20 ausgesondert z1 04-02-14 118 03 3329 1506850855 00 KOET-Mag MA 40076 <3> u --%%-- z1 04-02-14 118 04 3329 1455986941 00 KOET-Mag MA 40076 <4> u --%%-- z1 04-02-14 118 05 3329 27 145598695X 00 KOET-Mag MA 40076 <5> u --%%-- z1 04-02-14 136 01 3526 1276106351 00 HA<Wmde> SK 400 F421-1(4) u --%%-- zpe 08-11-11 136 02 3526 127610684X 00 HA<Wmde> SK 400 F421-1(4)+2 u --%%-- z 08-11-11 136 03 3526 1276107307 00 HA<Wmde> SK 400 F421-1(4)+3 u --%%-- z 08-11-11 136 04 3526 1276107838 00 HA<Wmde> SK 400 F421-1(4)+4 u --%%-- z 08-11-11 136 05 3526 1276110227 00 HA<Wmde> SK 400 F421-1(4)+5 u --%%-- z 08-11-11 136 06 3526 1276111045 00 HA<Wmde> SK 400 F421-1(4)+6 u --%%-- z 08-11-11 136 07 3526 1276111541 00 HA<Wmde> SK 400 F421-1(4)+7 u --%%-- z 08-11-11 136 08 3526 1276111983 00 HA<Wmde> SK 400 F421-1(4)+8 u --%%-- z 08-11-11 136 09 3526 1276113641 00 HA<Wmde> SK 400 F421-1(4)+9 u --%%-- z 08-11-11 136 10 3526 1276113986 00 HA<Wmde> SK 400 F421-1(4)+10 u --%%-- z 08-11-11 136 11 3526 1276114818 00 HA<Wmde> SK 400 F421-1(4)+11 u --%%-- z 08-11-11 136 12 3526 1276115679 00 HA<Wmde> SK 400 F421-1(4)+12 u --%%-- z 08-11-11 136 13 3526 1276116551 00 HA<Wmde> SK 400 F421-1(4)+13 u --%%-- z 08-11-11 136 14 3526 1276117256 00 HA<Wmde> SK 400 F421-1(4)+14 u --%%-- z 08-11-11 136 15 3526 1276117736 00 HA<Wmde> SK 400 F421-1(4)+15 u --%%-- z 08-11-11 136 16 3526 1290350620 00 HA<Wmde> SK 400 F421-1(4)+16 u --%%-- z 30-01-12 136 17 3526 1480907006 00 HA<Wmde> SK 400 F421-1(4)+17 u --%%-- xpe 01-07-14 150 01 3406 92660953X 00 --%%-- 31.00,362-09/00809 u --%%-- z 24-03-09 151 01 0546 300167423 00 MAG 011.787 u --%%-- z 30-09-98 151 02 0546 300167431 00 LS SM 320 F312 (4) -1 u --%%-- z 30-09-98 161 01 960/1 485267055 00 Z MAT 0000 /13-1(4):1 u --%%-- 5 Ex. zz 09-05-96 161 02 960/1 185663508 00 Z MAT 0000 /13-1(4):2 u --%%-- zz 09-05-96 161 03 960/1 185663516 00 Z MAT 0000 /13-1(4):3 u --%%-- zz 09-05-96 161 04 960/1 185663524 00 Z MAT 0000 /13-1(4):4 u --%%-- zz 09-05-96 161 05 960/1 498604918 00 Z MAT 0000 /13-1(4):5 u --%%-- zz 09-05-96 285 01 0517 63002944X 00 1302 SK 399 MAT u --%%-- z 13-01-04 370 01 4370 236259989 00 EG SK 399 005 1 (4) u --%%-- 01 --%%-- Cc 337.1 --%%-- --%%-- zi001 13-05-97 105 00 DE-841 https://portal.dnb.de/opac/mvb/cover?isbn=318401391X 118 00 DE-Kt1 00 Mathematik : Allgemeines 100 00 DE-Ma9 00 B. 210 118 00 DE-Kt1 00 MA 285 00 DE-517 00 SK 399 23 01 0830 830$27775910 00 65 01 3/4 3/16$000015776 70 01 0089 89$113529597 95 01 3095/1 542$000088781 95 03 3095/1 542$000088811 95 04 3095/1 542$000088803 100 01 3100 MA9$003071790 100 05 3100 MA9$003472027 105 01 0841 841$0000908282 118 01 3329 KT1$100092624 <1> 118 02 3329 KT1$100354882 <2> 118 03 3329 KT1$100427499 <3> 118 04 3329 KT1$100426816 <4> 118 05 3329 KT1$100638384 <5> 136 01 3526 WIS1$1977490 136 02 3526 WIS1$1977474 136 03 3526 WIS1$1998188 136 04 3526 WIS1$2004011 136 05 3526 WIS1$1977458 136 06 3526 WIS1$197744X 136 07 3526 WIS1$1997955 136 08 3526 WIS1$2001640 136 09 3526 WIS1$1977482 136 10 3526 WIS1$1977504 136 11 3526 WIS1$1977466 136 12 3526 WIS1$2002264 136 13 3526 WIS1$1924915 136 14 3526 WIS1$1999338 136 15 3526 WIS1$1996061 136 16 3526 WIS1$1977512 136 17 3526 WIS1$1990357 150 01 3406 0900809 151 01 0546 00090462 151 02 0546 00090463 161 01 960/1 960$00814741 161 02 960/1 960$00814717 00 161 03 960/1 960$00814725 00 161 04 960/1 960$00814733 00 161 05 960/1 960$01221981 285 01 0517 91989830 370 01 4370 HC036059 105 01 0841 1996 A 515 136 01 3526 1988 A 2125 (1) 136 02 3526 1988 A 2125 a (1) 136 03 3526 1988 A 2125 b (1) 136 04 3526 1988 A 2125 c (1) 136 05 3526 1988 A 2125 d (1) 136 06 3526 1988 A 2125 e (1) 136 07 3526 1988 A 2125 f (1) 136 08 3526 1988 A 2125 g (1) 136 09 3526 1988 A 2125 h (1) 136 10 3526 1988 A 2125 i (1) 136 11 3526 1988 A 2125 k (1) 136 12 3526 1988 A 2125 l (1) 136 13 3526 1988 A 2125 m (1) 136 14 3526 1988 A 2125 n (1) 136 15 3526 1988 A 2125 o (1) 136 16 3526 1988 A 2125 p (1) 136 17 3526 1988 A 2125 q (1) 150 01 3406 09/00809 161 01 960/1 96/0446:EM 161 02 960/1 96/0443:EM 161 03 960/1 96/0444:EM 161 04 960/1 96/0445 161 05 960/1 96/0442:EM 285 01 0517 04013673 370 01 4370 97.297 |
| allfields_unstemmed |
318401391X 3-18-401391-X (DE-627)193001241 (DE-599)GBV193001241 (OCoLC)633677059 DE-627 ger DE-627 rakwb ger XA-DE SK 399 DE-1373 rvk (DE-625)rvk/143236: 31.00 bkl Mathematik Lehrbuch für Fachhochschulen Bd. 1 Dietrich Feldmann ... Hrsg. von Albert Fetzer; Heiner Fränkel 4., neubearb. Aufl Düsseldorf VDI-Verlag 1995 XIV, 622 S graph. Darst Text txt rdacontent ohne Hilfsmittel zu benutzen n rdamedia Band nc rdacarrier Archivierung prüfen 20240324 DE-4165 2 pdager Fetzer, Albert oth Fränkel, Heiner oth Feldmann, Dietrich mitarb oth (DE-627)12510359X (DE-576)9125103598 Bd. 1 1.1995 nnnm http://www.gbv.de/dms/ilmenau/toc/193001241.PDF V:DE-601 B:DE-ilm1 pdf/application Verlag Inhaltsverzeichnis Inhaltsverzeichnis GBV_ILN_20 ISIL_DE-84 SYSFLAG_1 GBV_KXP GBV_ILN_23 ISIL_DE-830 GBV_ILN_65 ISIL_DE-3 GBV_ILN_65_a016 GBV_ILN_70 ISIL_DE-89 GBV_ILN_95 ISIL_DE-542 GBV_ILN_100 ISIL_DE-Ma9 GBV_ILN_105 ISIL_DE-841 GBV_ILN_118 ISIL_DE-Kt1 GBV_ILN_136 ISIL_DE-Wis1 GBV_ILN_150 ISIL_DE-J59 GBV_ILN_151 ISIL_DE-546 GBV_ILN_161 ISIL_DE-960 GBV_ILN_285 ISIL_DE-517 GBV_ILN_370 ISIL_DE-1373 SK 399 Einführung in die höhere Mathematik Mathematik Monografien Einführung in die höhere Mathematik (DE-627)1271143240 (DE-625)rvk/143236: (DE-576)201143240 31.00 Mathematik: Allgemeines (DE-627)106415808 MV 20 01 0084 1662243669 00 A4 FETZER 02.01 i --%%-- riA4 09-02-17 23 01 0830 225898853 00 27 2777-5910 --%%-- --%%-- z 23-01-97 65 01 3/4 189247126 00 Ha 4 SK 399 133 (1)<4> u --%%-- 09 Ha 4 MI 96-205 (1) --%%-- --%%-- za016 18-06-96 70 01 0089 176551190 00 Haus2 T 96 B 1191 --%%-- --%%-- z 04-03-96 95 01 3095/1 174374380 00 GA 31.00 Ma 126 b --%%-- 09 --%%-- FH 1996:1645(1)<4>/1 --%%-- --%%-- k1 12-02-96 95 03 3095/1 174378025 00 FH 31.00 154(1)<4>/3 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/3 --%%-- --%%-- k1 12-02-96 95 04 3095/1 174378033 00 FH 31.00 154(1)<4>/4 u --%%-- 09 --%%-- FH 1996:1645(1)<4>/4 --%%-- --%%-- k1 12-02-96 100 01 3100 227684605 00 FH 1997 a 1320:1 u --%%-- k 20-11-12 100 05 3100 253189446 00 RZVICRA 1997 a 1320:5 g --%%-- k 28-10-08 105 01 0841 186166850 00 Mag 1996 A 515 u --%%-- z 17-05-96 118 01 3329 639803105 00 KOET-LS MA 40076 <1> i --%%-- z1 19-03-04 118 02 3329 1455986925 00 KOET-Mag MA 40076 <2> u --%%-- Ex. 6-20 ausgesondert z1 04-02-14 118 03 3329 1506850855 00 KOET-Mag MA 40076 <3> u --%%-- z1 04-02-14 118 04 3329 1455986941 00 KOET-Mag MA 40076 <4> u --%%-- z1 04-02-14 118 05 3329 27 145598695X 00 KOET-Mag MA 40076 <5> u --%%-- z1 04-02-14 136 01 3526 1276106351 00 HA<Wmde> SK 400 F421-1(4) u --%%-- zpe 08-11-11 136 02 3526 127610684X 00 HA<Wmde> SK 400 F421-1(4)+2 u --%%-- z 08-11-11 136 03 3526 1276107307 00 HA<Wmde> SK 400 F421-1(4)+3 u --%%-- z 08-11-11 136 04 3526 1276107838 00 HA<Wmde> SK 400 F421-1(4)+4 u --%%-- z 08-11-11 136 05 3526 1276110227 00 HA<Wmde> SK 400 F421-1(4)+5 u --%%-- z 08-11-11 136 06 3526 1276111045 00 HA<Wmde> SK 400 F421-1(4)+6 u --%%-- z 08-11-11 136 07 3526 1276111541 00 HA<Wmde> SK 400 F421-1(4)+7 u --%%-- z 08-11-11 136 08 3526 1276111983 00 HA<Wmde> SK 400 F421-1(4)+8 u --%%-- z 08-11-11 136 09 3526 1276113641 00 HA<Wmde> SK 400 F421-1(4)+9 u --%%-- z 08-11-11 136 10 3526 1276113986 00 HA<Wmde> SK 400 F421-1(4)+10 u --%%-- z 08-11-11 136 11 3526 1276114818 00 HA<Wmde> SK 400 F421-1(4)+11 u --%%-- z 08-11-11 136 12 3526 1276115679 00 HA<Wmde> SK 400 F421-1(4)+12 u --%%-- z 08-11-11 136 13 3526 1276116551 00 HA<Wmde> SK 400 F421-1(4)+13 u --%%-- z 08-11-11 136 14 3526 1276117256 00 HA<Wmde> SK 400 F421-1(4)+14 u --%%-- z 08-11-11 136 15 3526 1276117736 00 HA<Wmde> SK 400 F421-1(4)+15 u --%%-- z 08-11-11 136 16 3526 1290350620 00 HA<Wmde> SK 400 F421-1(4)+16 u --%%-- z 30-01-12 136 17 3526 1480907006 00 HA<Wmde> SK 400 F421-1(4)+17 u --%%-- xpe 01-07-14 150 01 3406 92660953X 00 --%%-- 31.00,362-09/00809 u --%%-- z 24-03-09 151 01 0546 300167423 00 MAG 011.787 u --%%-- z 30-09-98 151 02 0546 300167431 00 LS SM 320 F312 (4) -1 u --%%-- z 30-09-98 161 01 960/1 485267055 00 Z MAT 0000 /13-1(4):1 u --%%-- 5 Ex. zz 09-05-96 161 02 960/1 185663508 00 Z MAT 0000 /13-1(4):2 u --%%-- zz 09-05-96 161 03 960/1 185663516 00 Z MAT 0000 /13-1(4):3 u --%%-- zz 09-05-96 161 04 960/1 185663524 00 Z MAT 0000 /13-1(4):4 u --%%-- zz 09-05-96 161 05 960/1 498604918 00 Z MAT 0000 /13-1(4):5 u --%%-- zz 09-05-96 285 01 0517 63002944X 00 1302 SK 399 MAT u --%%-- z 13-01-04 370 01 4370 236259989 00 EG SK 399 005 1 (4) u --%%-- 01 --%%-- Cc 337.1 --%%-- --%%-- zi001 13-05-97 105 00 DE-841 https://portal.dnb.de/opac/mvb/cover?isbn=318401391X 118 00 DE-Kt1 00 Mathematik : Allgemeines 100 00 DE-Ma9 00 B. 210 118 00 DE-Kt1 00 MA 285 00 DE-517 00 SK 399 23 01 0830 830$27775910 00 65 01 3/4 3/16$000015776 70 01 0089 89$113529597 95 01 3095/1 542$000088781 95 03 3095/1 542$000088811 95 04 3095/1 542$000088803 100 01 3100 MA9$003071790 100 05 3100 MA9$003472027 105 01 0841 841$0000908282 118 01 3329 KT1$100092624 <1> 118 02 3329 KT1$100354882 <2> 118 03 3329 KT1$100427499 <3> 118 04 3329 KT1$100426816 <4> 118 05 3329 KT1$100638384 <5> 136 01 3526 WIS1$1977490 136 02 3526 WIS1$1977474 136 03 3526 WIS1$1998188 136 04 3526 WIS1$2004011 136 05 3526 WIS1$1977458 136 06 3526 WIS1$197744X 136 07 3526 WIS1$1997955 136 08 3526 WIS1$2001640 136 09 3526 WIS1$1977482 136 10 3526 WIS1$1977504 136 11 3526 WIS1$1977466 136 12 3526 WIS1$2002264 136 13 3526 WIS1$1924915 136 14 3526 WIS1$1999338 136 15 3526 WIS1$1996061 136 16 3526 WIS1$1977512 136 17 3526 WIS1$1990357 150 01 3406 0900809 151 01 0546 00090462 151 02 0546 00090463 161 01 960/1 960$00814741 161 02 960/1 960$00814717 00 161 03 960/1 960$00814725 00 161 04 960/1 960$00814733 00 161 05 960/1 960$01221981 285 01 0517 91989830 370 01 4370 HC036059 105 01 0841 1996 A 515 136 01 3526 1988 A 2125 (1) 136 02 3526 1988 A 2125 a (1) 136 03 3526 1988 A 2125 b (1) 136 04 3526 1988 A 2125 c (1) 136 05 3526 1988 A 2125 d (1) 136 06 3526 1988 A 2125 e (1) 136 07 3526 1988 A 2125 f (1) 136 08 3526 1988 A 2125 g (1) 136 09 3526 1988 A 2125 h (1) 136 10 3526 1988 A 2125 i (1) 136 11 3526 1988 A 2125 k (1) 136 12 3526 1988 A 2125 l (1) 136 13 3526 1988 A 2125 m (1) 136 14 3526 1988 A 2125 n (1) 136 15 3526 1988 A 2125 o (1) 136 16 3526 1988 A 2125 p (1) 136 17 3526 1988 A 2125 q (1) 150 01 3406 09/00809 161 01 960/1 96/0446:EM 161 02 960/1 96/0443:EM 161 03 960/1 96/0444:EM 161 04 960/1 96/0445 161 05 960/1 96/0442:EM 285 01 0517 04013673 370 01 4370 97.297 |
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318401391X 3-18-401391-X (DE-627)193001241 (DE-599)GBV193001241 (OCoLC)633677059 DE-627 ger DE-627 rakwb ger XA-DE SK 399 DE-1373 rvk (DE-625)rvk/143236: 31.00 bkl Mathematik Lehrbuch für Fachhochschulen Bd. 1 Dietrich Feldmann ... Hrsg. von Albert Fetzer; Heiner Fränkel 4., neubearb. Aufl Düsseldorf VDI-Verlag 1995 XIV, 622 S graph. Darst Text txt rdacontent ohne Hilfsmittel zu benutzen n rdamedia Band nc rdacarrier Archivierung prüfen 20240324 DE-4165 2 pdager Fetzer, Albert oth Fränkel, Heiner oth Feldmann, Dietrich mitarb oth (DE-627)12510359X (DE-576)9125103598 Bd. 1 1.1995 nnnm http://www.gbv.de/dms/ilmenau/toc/193001241.PDF V:DE-601 B:DE-ilm1 pdf/application Verlag Inhaltsverzeichnis Inhaltsverzeichnis GBV_ILN_20 ISIL_DE-84 SYSFLAG_1 GBV_KXP GBV_ILN_23 ISIL_DE-830 GBV_ILN_65 ISIL_DE-3 GBV_ILN_65_a016 GBV_ILN_70 ISIL_DE-89 GBV_ILN_95 ISIL_DE-542 GBV_ILN_100 ISIL_DE-Ma9 GBV_ILN_105 ISIL_DE-841 GBV_ILN_118 ISIL_DE-Kt1 GBV_ILN_136 ISIL_DE-Wis1 GBV_ILN_150 ISIL_DE-J59 GBV_ILN_151 ISIL_DE-546 GBV_ILN_161 ISIL_DE-960 GBV_ILN_285 ISIL_DE-517 GBV_ILN_370 ISIL_DE-1373 SK 399 Einführung in die höhere Mathematik Mathematik Monografien Einführung in die höhere Mathematik (DE-627)1271143240 (DE-625)rvk/143236: (DE-576)201143240 31.00 Mathematik: Allgemeines (DE-627)106415808 MV 20 01 0084 1662243669 00 A4 FETZER 02.01 i 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Darst Text txt rdacontent ohne Hilfsmittel zu benutzen n rdamedia Band nc rdacarrier Archivierung prüfen 20240324 DE-4165 2 pdager Fetzer, Albert oth Fränkel, Heiner oth Feldmann, Dietrich mitarb oth (DE-627)12510359X (DE-576)9125103598 Bd. 1 1.1995 nnnm http://www.gbv.de/dms/ilmenau/toc/193001241.PDF V:DE-601 B:DE-ilm1 pdf/application Verlag Inhaltsverzeichnis Inhaltsverzeichnis GBV_ILN_20 ISIL_DE-84 SYSFLAG_1 GBV_KXP GBV_ILN_23 ISIL_DE-830 GBV_ILN_65 ISIL_DE-3 GBV_ILN_65_a016 GBV_ILN_70 ISIL_DE-89 GBV_ILN_95 ISIL_DE-542 GBV_ILN_100 ISIL_DE-Ma9 GBV_ILN_105 ISIL_DE-841 GBV_ILN_118 ISIL_DE-Kt1 GBV_ILN_136 ISIL_DE-Wis1 GBV_ILN_150 ISIL_DE-J59 GBV_ILN_151 ISIL_DE-546 GBV_ILN_161 ISIL_DE-960 GBV_ILN_285 ISIL_DE-517 GBV_ILN_370 ISIL_DE-1373 SK 399 Einführung in die höhere Mathematik Mathematik Monografien Einführung in die höhere Mathematik (DE-627)1271143240 (DE-625)rvk/143236: (DE-576)201143240 31.00 Mathematik: Allgemeines (DE-627)106415808 MV 20 01 0084 1662243669 00 A4 FETZER 02.01 i 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code="z">12-02-96</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">95</subfield><subfield code="1">03</subfield><subfield code="x">3095/1</subfield><subfield code="b">174378025</subfield><subfield code="c">00</subfield><subfield code="f">FH</subfield><subfield code="d">31.00 154(1)<4>/3</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="c">09</subfield><subfield code="f">--%%--</subfield><subfield code="d">FH 1996:1645(1)<4>/3</subfield><subfield code="e">--%%--</subfield><subfield code="j">--%%--</subfield><subfield code="y">k1</subfield><subfield code="z">12-02-96</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">95</subfield><subfield code="1">04</subfield><subfield code="x">3095/1</subfield><subfield code="b">174378033</subfield><subfield code="c">00</subfield><subfield code="f">FH</subfield><subfield code="d">31.00 154(1)<4>/4</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="c">09</subfield><subfield code="f">--%%--</subfield><subfield code="d">FH 1996:1645(1)<4>/4</subfield><subfield code="e">--%%--</subfield><subfield code="j">--%%--</subfield><subfield code="y">k1</subfield><subfield code="z">12-02-96</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">100</subfield><subfield code="1">01</subfield><subfield code="x">3100</subfield><subfield code="b">227684605</subfield><subfield code="c">00</subfield><subfield code="f">FH</subfield><subfield code="d">1997 a 1320:1</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="y">k</subfield><subfield code="z">20-11-12</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">100</subfield><subfield code="1">05</subfield><subfield code="x">3100</subfield><subfield code="b">253189446</subfield><subfield code="c">00</subfield><subfield code="f">RZVICRA</subfield><subfield code="d">1997 a 1320:5</subfield><subfield code="e">g</subfield><subfield code="j">--%%--</subfield><subfield code="y">k</subfield><subfield code="z">28-10-08</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">105</subfield><subfield code="1">01</subfield><subfield code="x">0841</subfield><subfield code="b">186166850</subfield><subfield code="c">00</subfield><subfield code="f">Mag</subfield><subfield code="d">1996 A 515</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="y">z</subfield><subfield code="z">17-05-96</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">118</subfield><subfield code="1">01</subfield><subfield code="x">3329</subfield><subfield code="b">639803105</subfield><subfield code="c">00</subfield><subfield code="f">KOET-LS</subfield><subfield code="d">MA 40076 <1></subfield><subfield code="e">i</subfield><subfield code="j">--%%--</subfield><subfield code="y">z1</subfield><subfield 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code="f">HA<Wmde></subfield><subfield code="d">SK 400 F421-1(4)+3</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="y">z</subfield><subfield code="z">08-11-11</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">136</subfield><subfield code="1">04</subfield><subfield code="x">3526</subfield><subfield code="b">1276107838</subfield><subfield code="c">00</subfield><subfield code="f">HA<Wmde></subfield><subfield code="d">SK 400 F421-1(4)+4</subfield><subfield code="e">u</subfield><subfield code="j">--%%--</subfield><subfield code="y">z</subfield><subfield code="z">08-11-11</subfield></datafield><datafield tag="980" ind1=" " ind2=" "><subfield code="2">136</subfield><subfield code="1">05</subfield><subfield code="x">3526</subfield><subfield code="b">1276110227</subfield><subfield code="c">00</subfield><subfield code="f">HA<Wmde></subfield><subfield code="d">SK 400 F421-1(4)+5</subfield><subfield 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Mathematik Lehrbuch für Fachhochschulen Bandl Akad. Dir. Dr. rer. nat. Dietrich Feldmann Prof. Dr. rer. nat. Albert Fetzer Prof. Dr. rer. nat. Heiner Fränkel Prof. Dipl.-Math. Horst Schwarz f Prof. Dr. rer. nat. Werner Spatzek Prof. Dr. rer. nat. Siegfried Stief Herausgegeben von Prof. Dr. rer. nat. Albert Fetzer Prof. Dr. rer. nat. Heiner Fränkel Vierte neubearbeitete Auflage VW VERLAG Inhalt … Mengen, reelle Zahlen … Begriffe und Sprechweisen … Mengenoperationen … Die Menge der reellen Zahlen … Grundgesetze der Addition und der Multiplikation … Grundgesetze der Anordnung … Eigenschaften der Vollständigkeit Aufgaben … Vollständige Induktion … Summenschreibweise … Vollständige Induktion bei Summenformeln … Vollständige Induktion bei Ungleichungen … Binomischer Satz Aufgaben … Funktionen … Grundbegriffe … Einige spezielle Funktionen … Umkehrfunktion und Verkettung von Funktionen Aufgaben … Eigenschaften von Funktionen Aufgaben … Rationale Funktionen … Ganzrationale Funktionen … Gebrochenrationale Funktionen Aufgaben … Potenzfunktionen … Trigonometrische Funktionen und Arcusfunktionen … Sinusfunktion und Kosinusfunktion … Tangensfunktion und Kotangensfunktion … Arcus-Funktionen Aufgaben … X Inhalt … Zahlenfolgen und Grenzwerte … Definition und Eigenschaften von Folgen Aufgaben … Konvergente Folgen … Grenzwert einer Folge … Rechnen mit Grenzwerten Aufgaben … Monotone und beschränkte Folgen … Konvergenzkriterium monotoner Folgen … Die Eulersche Zahl e Aufgaben … Die e- und die ln-Funktion Aufgaben … Grenzwerte von Funktionen; Stetigkeit … Grenzwert von / für x-> oo Aufgaben … Grenzwert von / für x->x … Definition des Grenzwertes von / für x -* x0 … Einseitige Grenzwerte; Uneigentliche Grenzwerte … Rechnen mit Grenzwerten von Funktionen Aufgaben … Stetige und unstetige Funktionen … Definition der Stetigkeit … Klassifikation von Unstetigkeitsstellen … Eigenschaften stetiger Funktionen Aufgaben … Allgemeine Exponential- und Logarithmusfunktion Aufgaben … Die hyperbolischen Funktionen und ihre Umkehrfunktionen Aufgaben … Spezielle Grenzwerte … Die komplexen Zahlen … Definition der Menge C Aufgaben … Trigonometrische Dartstellung komplexer Zahlen Aufgaben … Inhalt … Potenzieren, Radizieren und Logarithmieren Aufgaben … Lineare Gleichungssysteme, Matrizen, Determinanten XI … Lineare Gleichungssysteme; das Gaußsche Eliminations verfahren … Vorbetrachtungen … Das Gaußsche Eliminationsverfahren Aufgaben … Matrizen … Grundbegriffe … Addition und Multiplikation von Matrizen … Die Inverse einer Matrix Aufgaben … Determinanten … Definition der Determinante … Eigenschaften der Determinanten … Berechnung der Inversen einer regulären Matrix Aufgaben … Lineare Gleichungssysteme … Allgemeines über die Lösungen von Gleichungssystemen … Quadratische, lineare Systeme mit regulären Matrizen Aufgaben … Vektoren und ihre Anwendungen … Vektoroperationen … Vektoraddition … Produkt eines Vektors mit einer reellen Zahl … Das Skalarprodukt … Das vektorielle Produkt … Das Spatprodukt Aufgaben … Vektorrechnung unter Verwendung eines Koordinatensystems … Lineare Abhängigkeit … Komponentenschreibweise … Anwendung in der Geometrie … Mehrfachprodukte Aufgaben … Geometrische und Koordinaten-Transformationen … Geometrische 3D-Transformationen … Koordinatentransformationen Aufgaben … XII Inhalt … Eigenwerte und Eigenvektoren von Matrizen Aufgaben … Numerisches Verfahren zur Lösung von linearen Gleichungssystemen … Probleme bei der numerischen Behandlung … Der QR-Algorithmus Aufgaben … Differentialrechnung … Begriff der Ableitung … Steigung einer Kurve … Definition der Ableitung … Einseitige und uneigentliche Ableitungen … Anwendungen der Ableitung in den Naturwissenschaften Aufgaben … Ableitungsregeln … Ableitung einiger Funktionen … Differentiation einer Linearkombination von Funktionen … Die Produktregel … Die Quotientenregel … Ableitung einer mittelbaren Funktion … Ableitung der Umkehrfunktion … Höhere Ableitungen Aufgaben … Ableitung elementarer Funktionen … Ableitung der rationalen Funktionen … Ableitung der trigonometrischen Funktionen und der Arcus-Funktionen … Ableitung der Exponential- und Logarithmusfunktion … Ableitung der hyperbolischen Funktionen und der Area-Funktionen … Aufgaben … Das Differential einer Funktion … Der Begriff des Differentials … Anwendung in der Fehlerrechnung Aufgaben … Mittelwertsatz der Differentialrechnung … Satz von Rolle … Mittelwertsatz der Differentialrechnung … Die Taylorsche Formel … Numerische Differentiation Aufgaben … Berechnung von Grenzwerten … Regeln von Bernoulli-de l'Hospital … Anwendung auf weitere unbestimmte Formen Aufgaben … Inhalt XIII … Kurvenuntersuchungen mit Hilfe der Differentialrechnung … Monotone Funktionen … Extremwerte … Konvexität und Wendepunkt Aufgaben … Numerische Verfahren zur Lösung von Gleichungen … Allgemeines Iterationsverfahren … Das Iterationsverfahren von Newton … Regula falsi Aufgaben … Integralrechnung … Das … bestimmte Integral Einführung Zerlegungen Definition des bestimmten Integrals Weitere Definitionen und Sätze über integrierbare Funktionen Flächeninhalt Aufgaben … Das unbestimmte Integral … Integralfunktion … Stammfunktion und unbestimmtes Integral Aufgaben … Integrationsmethoden … Grundintegrale … Grundformeln … Partielle Integration … Integration durch Substitution … Tabelle unbestimmter Integrale Aufgaben … Uneigentliche Integrale … Integrale über unbeschränkte Intervalle … Integrale von nicht beschränkten Funktionen … Die T-Funktion Aufgaben … Numerische Integration … Vorbetrachtungen … Spezielle Integrationsformeln … Summierte Integrationsformeln Aufgaben … XIV Inhalt Anhang Aufgabenlösung … Zu Zu Zu Zu Zu Zu Zu Zu Zu … Abschnitt Abschnitt Abschnitt Abschnitt Abschnitt Abschnitt Abschnitt Abschnitt Abschnitt … Literaturverzeichnis Sachwortverzeichnis … |
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| score |
7.16523 |