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39008056000000.0 |
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cr bn ---auaua |
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980918s1892 gw 000 0 ger d |
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‡asdr-njp.9920843253506421
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‡z(NjP)Voyager2084325
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‡a(OCoLC)39894755
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‡a(NjP)2084325-princetondb
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‡9CHW1170TS
|
040 |
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‡aPUL
‡beng
‡cPUL
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100 |
1 |
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‡aGoldschmidt, Ludwig.
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245 |
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‡aÜber den Satz Eulers: (1-x)(1-x²)(1-x³)...=[sum from zero to infinity](-1)n̳ x 3̳n̳²̳[̳p̳l̳u̳s̳o̳r̳m̳i̳n̳u̳s̳]̳n̳/2̳.
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260 |
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‡a[Gotha]
‡c1892.
|
300 |
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‡a34 p.
‡c8vo.
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500 |
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‡aOn t.-p., n̳ is superscript and 3̳n̳²̳[̳p̳l̳u̳s̳o̳r̳m̳i̳n̳u̳s̳]n̳ appears as the numerator of a fraction, 2̳ as the denominator.
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538 |
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‡aMode of access: Internet.
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‡a010363688
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‡a20221218212540.0
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‡a20240806140512.0
‡b2024-08-07T05:08:19Z
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2 |
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‡a2023-12-10T18:30:01Z
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‡aSDR-NJP
‡cnjp
‡dALMA
‡lprepare.pl-004-008
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‡aBK
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‡0sdr-njp.9920843253506421
‡anjp
‡bSDR
‡cNJP
‡f2084325
‡pnjp.32101075302487
‡sNJP
‡19920843253506421
|
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‡bNJP
‡cNJP
‡d20240807
‡sgoogle
‡unjp.32101075302487
‡y1892
‡rpd
‡qbib
‡tnon-US bib date1 < 1899
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