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Applicable Analysis
An International Journal
Volume 53, 1994 - Issue 3-4
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Original Articles

A new graph topology. connections with the compact open topology

Primo Brandi Department Of Mathematics, University of Perugia, Perugia, 06100, ItalyView further author information
&
Rita Ceppitelli Department of Mthematics and Physics, University of Gamcrino , Camerino MC , 62032, Italy
Pages 185-196 | Received 25 Feb 1992, Published online: 02 May 2007

Citations (11)

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Primo Brandi & Rita Ceppitelli. (1997) A hypertopology intended for functional differential equations. Applicable Analysis 67:1-2, pages 73-88.
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Articles from other publishers (10)

钰晗 顾. (2022) Exponential Law of k-Mapping. Advances in Applied Mathematics 11:08, pages 5405-5421.
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Alessandro Caterino & Rita Ceppitelli. (2015) Jointly continuous utility functions on submetrizable -spaces . Topology and its Applications 190, pages 109-118.
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Gerald Beer, Agata Caserta, Giuseppe Di Maio & Roberto Lucchetti. (2014) Convergence of partial maps. Journal of Mathematical Analysis and Applications 419:2, pages 1274-1289.
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Gerald Beer & Sandro Levi. (2009) Strong uniform continuity. Journal of Mathematical Analysis and Applications 350:2, pages 568-589.
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P. Brandi, R. Ceppitelli & Ľ. Holá. (2008) Boundedly UC Spaces and Topologies on Function Spaces. Set-Valued Analysis 16:4, pages 357-373.
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L'. Hol?. (1999) Complete metrizability of generalized compact-open topology. Topology and its Applications 91:2, pages 159-167.
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Cristina Marcelli & Anna Salvadori. (1998) Equivalence of Different Hereditary Structures in Ordinary Differential Equations. Journal of Differential Equations 149:1, pages 56-72.
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Cristina Marcelli & Anna Salvadori. (1997) On the equivalence of different classes of hereditary systems. Nonlinear Analysis: Theory, Methods & Applications 30:6, pages 3903-3907.
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Loris Faina & Anna Salvadori. (1995) Existence theorems for optimal control problems in hereditary structures. Nonlinear Analysis: Theory, Methods & Applications 24:5, pages 643-654.
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Loris Faina. (1994) Uniqueness and continuous dependence of the solutions for functional differential equations as a generic property. Nonlinear Analysis: Theory, Methods & Applications 23:6, pages 745-754.
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