161,977 research outputs found

    The world’s growing older each day

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    Arr. for medium voice and piano in F.Cover title.Advertisements include musical incipits.Inset photos of Sallie Fisher and Clare Kummer on cover.Also published in the key of A♭.Archived web conten

    Dearie. Beautiful Waltz Arrangement of the Great Song Success of the Day.

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    sectionalpianoads on back cover for Jos. W. Stern & Co. stock4876-3Johns Hopkins University, Levy Sheet Music Collection, Box 170, Item 110by Clare Kummer and [____?] Solman.As Sung by Miss Sallie Fisher of the Frank Daniel's companyunattrib. photos of Fisher and Kummer

    Dearie. Beautiful Waltz Arrangement of the Great Song Success of the Day.

    No full text
    sectionalpianoads on back cover for Jos. W. Stern & Co. stock4876-3Johns Hopkins University, Levy Sheet Music Collection, Box 170, Item 110by Clare Kummer and [____?] Solman.As Sung by Miss Sallie Fisher of the Frank Daniel's companyunattrib. photos of Fisher and Kummer

    Essential Kummer\u27s vectors

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    In this paper Kummer\u27s elements in the Stickelberger ideal of the group ring of the Galois group of the extension ℚ(ζ)/ℚ over the ring of rational integers are studied. A special linear operator is constructed for better understanding to these elements, and Kummer\u27s elements are mapped to Kummer\u27s vectors. Then one computational method is presented and the coherence between its results and the property of being essential for Kummer\u27s vectors is shown

    Transformations of Kummer-type for 2F2-series and their q-analogues

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    AbstractLinearization method and series rearrangement are employed to review the transformations of Kummer-type for the generalized hypergeometric F22-series due to Exton [On the reducibility of the Kampé de Fériet function, J. Comput. Appl. Math. 83 (1997) 119], Miller [On a Kummer-type transformation for the generalized hypergeometric function F22, J. Comput. Appl. Math. 157 (2003) 507] and Paris [A Kummer-type transformation for a F22 hypergeometric function, J. Comput. Appl. Math. 173 (2005) 379]. Several new transformation formulae as well as their q-analogues for the same F22-series are also established

    NonEinsteinian gravity with torsion at d = 2

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    Kummer W, Schwarz D. NonEinsteinian gravity with torsion at d = 2. Phys. Rev. . 1991

    Canonical description of a two-dimensional gravity - Comment

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    Kummer W, Schwarz D. Canonical description of a two-dimensional gravity - Comment. Modern Physics Letters A. 1993;8(30):2903

    Classical and quantum theory of non-Einsteinian 2d-gravity

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    Kummer W, Schwarz D. Classical and quantum theory of non-Einsteinian 2d-gravity. Czechoslovak journal of physics. 1991;(41):13-22

    Equations defining reducible Kummer surfaces in ℙ⁵

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    Principally polarized abelian surfaces are the Jacobians of smooth genus 2 curves or of stable genus 2 curves of special type. In [S] we studied equations describing Kummer surfaces in the case of an irreducible principal polarization on the abelian surface. The aim of this note is to give a treatment of the second case. We describe intermediate Kummer surfaces coming from abelian surfaces carrying a product principal polarization. In Proposition 12 we give explicit equations of these surfaces in ℙ⁵

    Buchbesprechung: PETRICK, W.; ILLIG, H.; JENTSCH, H.; KASPARZ, S.; KLEMM, G. & KUMMER, V. (2011): Flora des Spreewaldes

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    Das Werk Flora des Spreewaldes von PETRICK, W.; ILLIG, H.; JENTSCH, H.; KASPARZ, S.; KLEMM, G. & KUMMER, V., welches im Jahr 2011 erschienen ist, wird besprochen
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