Results 41 to 50 of about 1,284,312 (176)
Einleitung zu dem Reichs-Hof-Raths-Process
Vorlageform des Erscheinungsvermerks: Franckfurth und Leipzig, Bey Johann Stein. Anno 1742.
Moser, Johann Jacob
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Playfulness an (Un)-performability in Gertrude Stein's Modernist Drama
Gertrude Stein's theatre, a theatre of modernism, can be studied as an example of experimental dramaturgy, in that it finds itself suspended between two identities: that of discourse, and that of a theatrical score.
Avra Sidiropoulou
doaj
This particular stein is known as a character stein, because its body, lid, handle, and mountings combine to form a figure, person, or object--in this case, the Turnvereine founder, Father Frederich Ludwig Jahn.
Irina Watkins, Charles Abel
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Von Erkennung und Führung der Processen
Autopsie nach Ex.
Destouches, Joseph Claudius
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Half-liter pottery stein with 4F shield, Nuremberg shield, and castle. Relief of Nuremberg on metal lid.Gut Heil! X. Deutsches Turnfest in Nurnberg 1903; NurnbergGood Health! Turnfest festival in Nuremburg 1903; NurembergStamp on stein is L. Ostermayr,
Charles Abel
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Stoneware 4F Bamberg Turnfest Stein
A one-liter Stoneware 4F Bamberg Turnfest Stein with an athlete in the middle and the city of Bamberg behind him.1 liter[inscription on stein] 16.-18.Juli 16.bayer.
Irina Watkins, Charles Abel
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Deliciae Gallo-Belgicae Silvestres
Vorlageform des Erscheinungsvermerks: Argentorati, Apud Joh. Frid. Stein, Bibliopolam ..
Necker, Noël Martin Joseph
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Cohomology with compact supports for Stein spaces.
It is known that if X is a Stein manifold of dimension n then \(H_ i(X;{\mathbb{Z}})=0\) for ...
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Vorlageform des Erscheinungsvermerks: Nürnberg, Bey Johann Stein ...
Zeltner, Gustav Georg
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HOLOMORPHIC EMBEDDINGS OF STEIN SPACES IN INFINITE-DIMENSIONAL PROJECTIVE SPACES [PDF]
The author shows that if \(X\) is a reduced Stein space and \(L\) is a holomorphic line bundle on \(X\), if one considers any locally convex vector topology on \( H^{0}(X, L) ^{\ast}\) which is stronger than the weak topology, then the image of the canonical holomorphic embedding \( h_{L} : X \rightarrow H^{0}(X, L) ^{\ast}\) is sequentially closed and
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