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In this paper we introduce AP-Henstock integral of vector valued functions which is a generalization of Henstock integral of vector valued functions, investigate some of its properties, and characterize AP-Henstock integral of vector valued functions by the notion of equiintegrability.
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참고문헌 (10)
참고문헌 신청
S. Cao / 1992 / The Henstock integral for Banach-valued functions / SEA Bull. Math 16:35~40
D. H. Fremlin / 1994 / On the integration of vector-valued functions / Illnois J. Math 38:127~147
J. L. Gamez / 1998 / On Denjoy-Dunford and Denjoy-Pettis integral / Studia Math 130:115~133
R. A. Gordon / 1989 / The Denjoy extension of the Bochner, Pettis, and Dunford in-tegrals / Studia Math 92:73~91
R. A. Gordon / 1990 / The McShane integral of Banach-valued functions / Illnois J. Math 34:556~567
D. H. Fremlin / 1994 / On the integration of vector-valued functions / Illnois J. Math 38:127~147
J. L. Gamez / 1998 / On Denjoy-Dunford and Denjoy-Pettis integral / Studia Math 130:115~133
R. A. Gordon / 1989 / The Denjoy extension of the Bochner, Pettis, and Dunford in-tegrals / Studia Math 92:73~91
R. A. Gordon / 1990 / The McShane integral of Banach-valued functions / Illnois J. Math 34:556~567
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