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Volume 26 (1974)
- Issue 4 Pages 483-
- Issue 3 Pages 325-
- Issue 2 Pages 173-
- Issue 1 Pages 1-
Predecessor
Volume 26, Issue 2
Displaying 1-8 of 8 articles from this issue
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CONSTANTIN NASTASESCU1974 Volume 26 Issue 2 Pages 173-201
Published: 1974
Released on J-STAGE: March 19, 2010
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J. H. H. CHALK1974 Volume 26 Issue 2 Pages 203-218
Published: 1974
Released on J-STAGE: March 19, 2010
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V. OZOLS1974 Volume 26 Issue 2 Pages 219-227
Published: 1974
Released on J-STAGE: March 19, 2010
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N. KAZAMAKI1974 Volume 26 Issue 2 Pages 229-235
Published: 1974
Released on J-STAGE: March 19, 2010
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MAKOTO NAMBA1974 Volume 26 Issue 2 Pages 237-283
Published: 1974
Released on J-STAGE: March 19, 2010
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R. GOPALAN1974 Volume 26 Issue 2 Pages 285-303
Published: 1974
Released on J-STAGE: March 19, 2010
JOURNAL FREE ACCESSAn approximation process {\left{ {{Γ _n}} \ ight}_{n \in P}} on a Banach subspace X of A [Zemanian A. H. [36]], satisfying either a Jackson type inequality or a Bernstein type inequality of order ρ (n) on X with respect to Y of X, is being related to a class of Banach subspaces {\left{ {{X_λ }} \ ight}_{λ \in J}} of A, on each of which, {\left{ {{X_n}} \ ight}_{n \in P}} defines a sequence of multiplier type operators, satisfying the same inequality with same order. Sufficient conditions for {X_λ } \subset A', λ \in J are given. Results are illustrated by examples.View full abstractDownload PDF (1967K) -
FUMIO NAKAJIMA1974 Volume 26 Issue 2 Pages 305-314
Published: 1974
Released on J-STAGE: March 19, 2010
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A. M. M. DE GÓMEZ LÓPEZ1974 Volume 26 Issue 2 Pages 315-323
Published: 1974
Released on J-STAGE: March 19, 2010
JOURNAL FREE ACCESSBy means of Laplace transform and their inverses we have obtained three inversion formulae for some hypergeometric transforms whose kernels are Whittaker's function {Wk, m} confluent hypergeometric function _1{F_1} and Gauss hypergeometric function _2{F_1} respectively. Corresponding inversion formulae derived from Erdélyi's work are also mentioned.View full abstractDownload PDF (617K)
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