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Applied Science & Technology Full Text (H.W. Wilson)

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Applied Science & Technology Full Text (H.W. Wilson)

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Applied Science & Technology Full Text (H.W. Wilson)

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Study Of the Contractive fixed Points in G Metric Space.

• Authors : Thirunavukarasu, p.¹ ; Uma, M.²

Subjects: *METRIC spaces; *GENERALIZED spaces; *METRIC geometry

• Source: Journal of Algebraic Statistics. 2022, Vol. 13 Issue 3, p378-381. 4p.

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Towards variational analysis in metric spaces: metric regularity and fixed points.

• Authors : Ioffe, A. D.

Subjects: TOPOLOGY; GENERALIZED spaces; PERTURBATION theory

• Source: Mathematical Programming. May2010, Vol. 123 Issue 1, p241-252. 12p.

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A de Bruijn - Erdős theorem and metric spaces.

• Authors : Chiniforooshan, Ehsan; Chvátal, Vašek

Subjects: METRIC spaces; GENERALIZED spaces; SET theory

• Source: Discrete Mathematics & Theoretical Computer Science (DMTCS). Jan2011, Vol. 13 Issue 1, p67-74. 8p.

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Strong continuity implies uniform sequential continuity.

• Authors : Bridges, Douglas; Ishihara, Hajime; Schuster, Peter

Subjects: GENERALIZED spaces; SET theory; MATHEMATICS

• Source: Archive for Mathematical Logic. Oct2005, Vol. 44 Issue 7, p887-895. 9p.

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Turbulence Phenomena in Real Analysis.

• Authors : Sofronidis, Nikolaos Efstathiou

Subjects: GENERALIZED spaces; GROUP theory; SET theory

• Source: Archive for Mathematical Logic. Oct2005, Vol. 44 Issue 7, p801-815. 15p.

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Cluster Points of Slow Sequences.

• Authors : Azouzi, Youssef

Subjects: METRIC spaces; GENERALIZED spaces; SET theory

• Source: American Mathematical Monthly. May2018, Vol. 125 Issue 5, p457-461. 5p.

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Continuum three-body states using the hyperspherical adiabatic basis set.

• Authors : Barletta, P.¹ ; Kievsky, A.²

Subjects: *MATHEMATICAL continuum; *GENERALIZED spaces; *SET theory

• Source: Few-Body Systems. Dec2008, Vol. 44 Issue 1-4, p371-373. 3p. 2 Charts.

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