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Title: Deduzione di un teorema del prof. Capelli dalla teoria delle involuzioni rettilinee di specie qualunque

Creator:

Scorza, Gaetano (1876–1939) : Autor

Date issued/created:

1961

Resource type:

Text

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Subtitle:

Opere scelte. Vol. 2, (1915-1919)

Institutional creator:

Edizioni Cremonese

Publisher:

Edizioni Cremonese

Place of publishing:

Roma

Description:

[4], 607, [2] pages :ill. ;26 cm

Start page:

295

End page:

296

Detailed Resource Type:

Article

Resource Identifier:

oai:rcin.org.pl:187682

Source:

IM PAN, call no. 15.860/2 ; click here to follow the link

Language:

ita

Rights:

Public Domain

Terms of use:

Material outside of copyright protection. May be used without restrictions following from economic copyrights

Digitizing institution:

Institute of Mathematics of the Polish Academy of Sciences

Original in:

Central Mathematical Library Institute of Mathematics of the PAS

Projects co-financed by:

Operational Program Digital Poland, 2014-2020, Measure 2.3: Digital accessibility and usefulness of public sector information; funds from the European Regional Development Fund and national co-financing from the state budget.

Access:

Open

Object collections:

• Digital Repository of Scientific Institutes > Partners' collections > Institute of Mathematics PAS > Books
• Digital Repository of Scientific Institutes > Literature > Books/Chapters

Last modified:

Apr 30, 2021

In our library since:

Apr 30, 2021

Number of object content downloads / hits:

34

All available object's versions:

https://rcin.org.pl/publication/221169

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• Scorza, Gaetano (1876–1939), [1961], Opere scelte. Vol. 2, (1915-1919)
  • Scorza, Gaetano (1876–1939), [1961], Opere scelte. Vol. 2, (1915-1919). Spis treści i dodatki
  • Scorza, Gaetano (1876–1939), [1961], Sugli integrali abeliani riducibili. Nota I
  • Scorza, Gaetano (1876–1939), [1961], Sugli integrali abeliani riducibili. Nota II
  • Scorza, Gaetano (1876–1939), [1961], Le varieta' di veronese e le forme quadratiche definite
  • Scorza, Gaetano (1876–1939), [1961], Le varietà algerbriche con indice di singolarità massimo. Nota I
  • Scorza, Gaetano (1876–1939), [1961], Le varietà algerbriche con indice di singolarità massimo. Nota II
  • Scorza, Gaetano (1876–1939), [1961], Sugli integrali abeliani riducibili
  • Scorza, Gaetano (1876–1939), [1961], Sulle varietà algebraiche con sistemi regolari isolati di integrali riducibili
  • Scorza, Gaetano (1876–1939), [1961], Sulle varietà algebraiche con infiniti sistemi regolari di integrali riducibili
  • Scorza, Gaetano (1876–1939), [1961], Il teorema fondamentale per le funzioni abeliane singolari
  • Scorza, Gaetano (1876–1939), [1961], Intorno alla teoria generale delle matrici di Riemann e ad alcune sue applicazioni
  • Scorza, Gaetano (1876–1939), [1961], Sulla quartica di Klein e la quintica di Snyder
  • Scorza, Gaetano (1876–1939), [1961], Sulle serie col termine generale convergente a zero
  • Scorza, Gaetano (1876–1939), [1961], Deduzione di un teorema del prof. Capelli dalla teoria delle involuzioni rettilinee di specie qualunque
  • Scorza, Gaetano (1876–1939), [1961], Sulle curve ellittiche singolari
  • Scorza, Gaetano (1876–1939), [1961], Sopra alcune notevoli matrici riemanniane
  • Scorza, Gaetano (1876–1939), [1961], Alcune questioni di geometria sopra una varietà abeliana qualunque
  • Scorza, Gaetano (1876–1939), [1961], Sulle varietà abeliane contenenti congruenze abeliane
  • Scorza, Gaetano (1876–1939), [1961], Le algebre di ordine qualunque e le matrici di Riemann
  • Scorza, Gaetano (1876–1939), 1961, Le algebre del 3° ordine

Edition name	Date
Scorza, Gaetano (1876–1939), 1961, Deduzione di un teorema del prof. Capelli dalla teoria delle involuzioni rettilinee di specie qualunque	Apr 30, 2021

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