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De Rham curve

Known as: Cesàro curve, Cesaro curve, Cesaro-Faber curve 
In mathematics, a de Rham curve is a certain type of fractal curve named in honor of Georges de Rham. The Cantor function, Cesàro curve, Minkowski's… 
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Papers overview

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2018
2018
When a dot moves horizontally across a set of tilted lines of alternating orientations, the dot appears to be moving up and down… 
2018
2018
In this paper we derive a series space |Cλ,μ|k$\vert C_{\lambda,\mu} \vert _{k}$ using the well known absolute Cesàro summability… 
2014
2014
ING. ALESSANDRA CESARO Relatore: PROF. ING. VINCENZO BELGIORNO Correlatore: PROF. ING. VINCENZO NADDEO Coordinatore: PROF. ING… 
2011
2011
In this paper we present some results on summability of oneand multi-dimensional Walsh-, Walsh-Kaczmarzand Vilenkin-Fourier… 
2004
2004
In this paper, we generalize the De Rham equation according to the theory that S. Tasaki et al have introduced; then, we discuss… 
2003
2003
The Bott class for transversely holomorphic foliations and the Futaki invariant for complex manifolds are discussed. The main… 
2000
2000
In 1952, Cramér introduced a class of nonstationary processes. This broad class of processes contains the important harmonizable… 
1963
1963
  • S. Lal
  • 1963
  • Corpus ID: 122526246
(1.1) = E-sv Pn=o X V + 1 where n1 (1.2) Pn= E-log i. Y==O 0+ 1 The series Zan is said to be absolutely Harmonic summable if the… 
1963
1963
1. Let N be the set of positive integers, let E be the Banach space of all bounded real-valued functions on N, and let E+ be its…