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Bochner integral

  • Arxiv:1910.08491V3 [Math.ST] 3 Nov 2020

    Arxiv:1910.08491V3 [Math.ST] 3 Nov 2020

  • A. the Bochner Integral

    A. the Bochner Integral

  • Bochner Integrals and Vector Measures

    Bochner Integrals and Vector Measures

  • BOCHNER Vs. PETTIS NORM: EXAMPLES and RESULTS 3

    BOCHNER Vs. PETTIS NORM: EXAMPLES and RESULTS 3

  • A Riesz Representation Theorem for the Space of Henstock Integrable Vector-Valued Functions

    A Riesz Representation Theorem for the Space of Henstock Integrable Vector-Valued Functions

  • Lebegue-Bochner Spaces and Evolution Triples

    Lebegue-Bochner Spaces and Evolution Triples

  • Calculus of Variations (With Notes on Infinite-Dimesional Calculus)

    Calculus of Variations (With Notes on Infinite-Dimesional Calculus)

  • Fundamental Theorem of Calculus Under Weaker Forms of Primitive

    Fundamental Theorem of Calculus Under Weaker Forms of Primitive

  • The Radon-Nikodym Theorem for the Bochner Integral

    The Radon-Nikodym Theorem for the Bochner Integral

  • However, the Bochner Integral Is Quite Re- Strictive

    However, the Bochner Integral Is Quite Re- Strictive

  • Decomposability, Convexity and Continuous Linear Operators in $ L^ 1 (\Mu, E) $: the Case for Saturated Measure Spaces

    Decomposability, Convexity and Continuous Linear Operators in $ L^ 1 (\Mu, E) $: the Case for Saturated Measure Spaces

  • Lecture 1: Integration in Banach Spaces

    Lecture 1: Integration in Banach Spaces

  • The Integral Convexity of Sets and Functionals in Banach Spaces

    The Integral Convexity of Sets and Functionals in Banach Spaces

  • Appendix a the Bochner Integral

    Appendix a the Bochner Integral

  • Part IX, Chapter 52 Parabolic Pdes: Theory and Space Approximation

    Part IX, Chapter 52 Parabolic Pdes: Theory and Space Approximation

  • Continuous Time Limit of Repeated Quantum Observations

    Continuous Time Limit of Repeated Quantum Observations

  • Pettis Integration

    Pettis Integration

  • LUSIN's THEOREM and BOCHNER INTEGRATION Peter A. Loeb and Erik Talvila∗ Received November 19, 2003 1 Introduction an Attract

    LUSIN's THEOREM and BOCHNER INTEGRATION Peter A. Loeb and Erik Talvila∗ Received November 19, 2003 1 Introduction an Attract

Top View
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  • COMPLEX GLEASON MEASURES and the NEMYTSKY OPERATOR Maria C. Mariani, Osei K. Tweneboah, Miguel A. Valles, Pavel Bezdek 1. Introd
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  • GEOMETRY and the PETTIS INTEGRAL1 Pettis Integral. X*Jef Dp = Je X*F Dp for Every X* In


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