Sufficient Criteria for Total Differentiability of a Real Valued Function of a Complex Variable in Rn an Extension of H. Rademacher's Result for R²

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This thesis provides sufficient conditions for total differentiability almost everywhere of a real-valued function of a complex variable defined on a bounded region in IRn. This thesis extends H. Rademacher's 1918 results in IR2 which culminated in total differentiability, to IRn

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i, 64 leaves

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Matovsky, Veron Rodieck August 1982.

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This thesis is part of the collection entitled: UNT Theses and Dissertations and was provided by the UNT Libraries to the UNT Digital Library, a digital repository hosted by the UNT Libraries. It has been viewed 32 times. More information about this thesis can be viewed below.

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  • Matovsky, Veron Rodieck

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This thesis provides sufficient conditions for total differentiability
almost everywhere of a real-valued function of
a complex variable defined on a bounded region in IRn. This
thesis extends H. Rademacher's 1918 results in IR2 which culminated
in total differentiability, to IRn

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i, 64 leaves

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UNT Theses and Dissertations

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  • August 1982

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  • May 10, 2015, 6:16 a.m.

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  • Jan. 5, 2017, 9:22 a.m.

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Thumbnail image of item number 1 in: 'Sufficient Criteria for Total Differentiability of a Real Valued Function of a Complex Variable in Rn an Extension of H. Rademacher's Result for R²'.
Thumbnail image of item number 2 in: 'Sufficient Criteria for Total Differentiability of a Real Valued Function of a Complex Variable in Rn an Extension of H. Rademacher's Result for R²'.
Thumbnail image of item number 3 in: 'Sufficient Criteria for Total Differentiability of a Real Valued Function of a Complex Variable in Rn an Extension of H. Rademacher's Result for R²'.
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Matovsky, Veron Rodieck. Sufficient Criteria for Total Differentiability of a Real Valued Function of a Complex Variable in Rn an Extension of H. Rademacher's Result for R², thesis, August 1982; Denton, Texas. (https://digital.library.unt.edu/ark:/67531/metadc504142/: accessed July 17, 2024), University of North Texas Libraries, UNT Digital Library, https://digital.library.unt.edu; .

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