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Characterisation of nocturnal arrhythmia avalanche dynamics: Insights from generalised linear model analysis. [PDF]
J Sleep ResShahrbabaki SS +12 more
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Impact of grassland fire dynamics on particulate emission factors. [PDF]
Fire Saf JJosephson AJ +5 more
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Dimensionality Reduction in Lingual Articulation of Vowels: Evidence From Lax Vowels in Northern Anglo-English. [PDF]
Lang SpeechStrycharczuk P +3 more
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Development of autonomic innervation at the venous pole of the heart: bridging the gap from mice to human. [PDF]
J Transl MedZwanenburg F +10 more
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Quantitative Three-Dimensional Characterization of Facial Dysmorphism in Self-Identified African-American Individuals With Prenatal Alcohol Exposure. [PDF]
Alcohol Clin Exp Res (Hoboken)Li Q +11 more
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Numerical Algorithms, 2005
A very general view of splines, B-splines and spline curves is taken by the ECT-spline approach, originally due to Barry. In this paper, these splines are studied extensively, especially the general ECT-systems and their duals, cardinal ECT-splines and B-splines. Many examples are provided as well in order to illustrate the theoretical results.
Yuehong Tang, Günter W. Mühlbach
exaly +2 more sources
A very general view of splines, B-splines and spline curves is taken by the ECT-spline approach, originally due to Barry. In this paper, these splines are studied extensively, especially the general ECT-systems and their duals, cardinal ECT-splines and B-splines. Many examples are provided as well in order to illustrate the theoretical results.
Yuehong Tang, Günter W. Mühlbach
exaly +2 more sources
Applicable Analysis, 1980
This paper contains a systematic study of the problem of interpolation by cardinal discrete splines. The main tools are the so-called “Exponetial Euier discrete polynomials” which are a generaisation of the well-known Euler–Frobenius polynomials.
J Tzimbalario
exaly +2 more sources
This paper contains a systematic study of the problem of interpolation by cardinal discrete splines. The main tools are the so-called “Exponetial Euier discrete polynomials” which are a generaisation of the well-known Euler–Frobenius polynomials.
J Tzimbalario
exaly +2 more sources
On Cardinal Spline Interpolation
Computational Methods in Applied Mathematics, 2013Abstract. In the present paper it is shown that the interpolation problem for multiple knot cardinal splines subject to general interpolation conditions has a unique solution with polynomial growth if the data grow correspondingly provided a certain determinantal condition is satisfied.
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Lebesgue Constants for Cardinal -Spline Interpolation
Canadian Journal of Mathematics, 1977 Recently the theory of cardinal polynomial spline interpolation was extended to cardinals -splines [3]. Letbe a polynomial with only real zeros. Denote the set of zeros by . If is the associated differential operator, the null-space
J. Tzimbalario
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Cardinal spline interpolation and the exponential Euler splines
Lecture Notes in Mathematics, 1974I J Schoenberg
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