The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspace of c (ia, 'BI', x) and of pi e ind (1990)
- Autor:
- Autor USP: GILIOLI, ANTONIO - IME
- Unidade: IME
- Assunto: ANÁLISE FUNCIONAL
- Language: Inglês
- Imprenta:
- Publisher: Ufscar
- Publisher place: Sao Carlos
- Date published: 1990
- Source:
- Título: Trabalhos Apresentados
- Conference titles: Seminário Brasileiro de Anáise
-
ABNT
GILIOLI, Antônio. The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspace of c (ia, 'BI', x) and of pi e ind. 1990, Anais.. Sao Carlos: Ufscar, 1990. . Acesso em: 26 jan. 2026. -
APA
Gilioli, A. (1990). The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspace of c (ia, 'BI', x) and of pi e ind. In Trabalhos Apresentados. Sao Carlos: Ufscar. -
NLM
Gilioli A. The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspace of c (ia, 'BI', x) and of pi e ind. Trabalhos Apresentados. 1990 ;[citado 2026 jan. 26 ] -
Vancouver
Gilioli A. The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspace of c (ia, 'BI', x) and of pi e ind. Trabalhos Apresentados. 1990 ;[citado 2026 jan. 26 ] - Uma teoria geral e aplicações de espaços semelhantes a Baire ao teorema do gráfico fechado
- A class of second-order evolution equations with double characteristics
- Limites indutivos
- The ultrabornologicalness of the space of denjoy-perron-kurzweil integrable functions and of other natural non-complete subspaces of c (ia, 'BI', x) and of pi e ind ii
- On the class locally convex spaces whose final limits contain all Banach spaces
- A class of second-order evolution equations with double characteristics
- A class of second-order evolution equations with double characteristics
- A class of second-order evolution equations with double characteristics
- An example in the solvability theory of linear PDE's
- On the local solvability of linear differential operators
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