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Ramisia
Known as:
Ramisia Glaz. ex Baill.
National Institutes of Health
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2018
2018
Stekliannyi Glaz (The Glass Eye) and Karmen – The Actress, Editor and Director Lilia Brik
Adelheid Heftberger
2018
Corpus ID: 191514184
Am Beispiel des wenig bekannten Films Stekljannyi glaz / Das Glasauge von Lilja Brik (1891-1978) aus dem Jahre 1929 befasst sich…
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2013
2013
The weak global dimension of Gaussian rings
E. Alhassan
2013
Corpus ID: 123457787
A Prufer domain is defined as an integral domain for which each nonzero finitely generated ideal is invertible or, equivalently…
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2012
2012
Bazzoni-Glaz Conjecture
G. Donadze
,
V. Thomas
2012
Corpus ID: 119277018
2012
2012
A construção do discurso político no cinema russo dos anos 1920: relações intra e extratextuais no filme Câmera-olho (1924) de Dziga Vertov
Erika Savermini
2012
Corpus ID: 190584050
Em torno do filme Câmera-olho (Kino-glaz - Russia, 1924) do diretor Dziga Vertov, pode-se analisar a construcao de um discurso…
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2009
2009
Repeatability Between Two Intermediate Sugarcane Genotype Selection Stages in Florida
N. Glynn
,
R. Gilbert
,
+5 authors
Jimmy D. Miller
2009
Corpus ID: 36196968
Improved yield and disease resistance on sand soils are priorities of the Canal Point (CP) sugarcane (Saccharum spp.) breeding…
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2009
2009
Kino-Tanz. L'art chorégraphique du cinéma
Dick Tomasovic
2009
Corpus ID: 187993263
Et si le cinema etait d'abord un art choregraphique? Depuis toujours, sa preoccupation principale a ete l'invention de nouveaux…
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2008
2008
Commutative rings in which every finitely generated ideal is quasi-projective
J. Abuhlail
,
M. Jarrar
,
S. Kabbaj
2008
Corpus ID: 16509674
2005
2005
Generalized GCD Modules
Majid M. Ali
,
David J. Smith
2005
Corpus ID: 11541580
In recent work we called a ring R a GGCD ring if the semigroup of finitely generated faithful multiplication ideals of R is…
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2001
2001
Colella-Glaz Splitting Scheme for Thermally Perfect Gases
A. Beccantini
2001
Corpus ID: 115878717
In this paper we discuss the extension of the Colella-Glaz Splitting scheme, originally conceived for a calorically perfect gas…
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1997
1997
Gaussian polynomials and content ideals
W. Heinzer
,
C. Huneke
1997
Corpus ID: 43099929
We prove that every regular Gaussian polynomial over a locally Noetherian ring has invertible content ideal. We do this by first…
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