12 research outputs found
Direct and Inverse Computation of Jacobi Matrices of Infinite Homogeneous Affine I.F.S
Full text linkWe introduce a new set of algorithms to compute Jacobi matrices associated
with measures generated by infinite systems of iterated functions. We
demonstrate their relevance in the study of theoretical problems, such as the
continuity of these measures and the logarithmic capacity of their support.
Since our approach is based on a reversible transformation between pairs of
Jacobi matrices, we also discuss its application to an inverse / approximation
problem. Numerical experiments show that the proposed algorithms are stable and
can reliably compute Jacobi matrices of large order.Comment: 20 pages 6 figure
Pharmacogénétique du célécoxib et adéno-amygdalectomie pédiatrique: une étude randomisée contrôlée en aveugle
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Primary Angiitis of the Central Nervous System Mimicking Tumor-Like Lesion -Case Report-
No full textPhysical and mechanical therapies for lower limb symptoms in children with Hypermobility Spectrum Disorder and Hypermobile Ehlers-Danlos Syndrome: a systematic review
No full textReversible Cerebral Vasoconstriction Syndrome Presenting as Subarachnoid Hemorrhage, Reversible Posterior Leukoencephalopathy, and Cerebral Infarction
No full textPain experience in children with juvenile idiopathic arthritis treated with anti-TNF agents compared to non-biologic standard treatment
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