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| 008 | 210121t2016 nju ||go|||| 001 0 eng d | ||
| 020 | _a9781400877522 | ||
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_aUDJG _brum |
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| 041 | _aeng | ||
| 245 | 1 | 0 |
_aFunctionals of finite Riemann Surfaces _h[online] / _cMenahem Schiffer, Donald Clayton Spencer |
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_aNew Jersey : _bPrinceton University Press, _c2016 |
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_a1 resursă online _a(462 p.) |
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_aPrinceton Legacy Library, _v2190 |
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_tFrontmatter _tPreface _tAcknowledgments _tContents _t1. Geometrical and physical considerations _t2. Existence theorems for finite Riemann surfaces _t3. Relations between differentials _t4. Bilinear differentials _t5. Surfaces imbedded in a given surface _t6. Integral operators _t7. Variations of surfaces and of their functionals _t8. Applications of the variational method _t9. Remarks on generalization to higher dimensional Kähler Manifolds _tIndex |
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| 536 | _aAchiziție prin proiectul Anelis Plus 2020. | ||
| 648 | _2UDJG | ||
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_2UDJG _aDE-Matematică _9585 |
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| 655 | _2UDJG | ||
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_acărți achiziții _93407 |
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_935248 _acărți electronice |
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| 690 | 7 |
_acărți străine _9102 |
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_9732 _amatematică |
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_91978 _aanaliză matematică |
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_aSCHIFFER, Menahem _941256 |
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_aSPENCER, Donald Clayton _941257 |
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_uhttps://www-degruyter-com.am.e-nformation.ro/princetonup/view/title/522296?rskey=3FDX3G&tab_body=overview _zAcces la textul integral numai din contul de acces mobil. |
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_2udc _cEBK |
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