Results 31 to 40 of about 9,986,247 (56)
We investigate incomplete convolutions of the Möbius function of the form ∑ d | n ; d ≤ z μ
Helmut Maier
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Almost automorphic derivative of an almost automorphic function. [PDF]
In this article are obtained conditions when the derivative of a continuous almost automorphic (an asymptotically almost automorphic, an almost periodic, an asymptotically almost periodic) function remains a continuous almost automorphic (an ...
Svetlana D. Dimitrova-Burlayenko
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THE ALMOST IDEAL SUPPLY SYSTEM AND AGRICULTURAL PRODUCTION IN THE UNITED STATES [PDF]
This paper estimates an Almost Ideal Supply System using aggregate U.S. agricultural data. Share equations derived from an indirect production function yield elasticities that are consistent with production theory.
Hilmer, Christiana E., Holt, Matthew T.
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We study the asymptotic behavior of the estimator of the renewal function of strongly mixing or \(\alpha/)-mixing random fields indexed by \(mathbb{Z}^d\).
Victor Harison +2 more
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In this note, a function is constructed which is of the Cesàro type and is almost continuous in the sense of Stallings and in the sense of Husain.
Richard J. Fleissner
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On Cohomological Decomposability of Almost-Kähler Structures [PDF]
We study the J-invariant and J-anti-invariant cohomological subgroups of the de Rham cohomology of a compact manifold M endowed with an almost-K\"ahler structure (J, \omega, g).
Tomassini, Adriano +2 more
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A characterization of the composite price variable to approximate a price aggregator function in the Quadratic Almost Ideal Demand System [PDF]
In investigating linear approximations to the Quadratic Almost Ideal Demand System (QUAIDS), Matsuda (2006) proposed a composite variable to approximate a price aggregator function.
Amita Majumder
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Application of the Inverse Almost Ideal Demand System to Welfare Analysis [PDF]
This paper presents the theoretical properties of the Inverse Almost Ideal De-mand System and applies the system on time series data for cod, herring and plaice in Denmark (1986 to 2001).
Eva Roth, Frank Jensen, Max Nielsen
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Approximation by polynomials in 𝑧 and another function
We present some progress in the understanding of when and why polynomials in z and a given continuous function f are uniformly dense in all continuous complex valued functions on the closed unit disk. The first theorem requires that f be an
Kenneth John Preskenis
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Subspaces of almost Daugavet spaces
We study the almost Daugavet property, a generalization of the Daugavet property. We analyze what kind of subspaces and sums of Banach spaces with the almost Daugavet property have this property as well.
Simon Lücking
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