نتایج جستجو برای: moebius inversion formula

تعداد نتایج: 135679  

Journal: :Journal of health psychology 2015
Kathleen R Bogart

This focus group study examined the social experiences of 10 adolescents aged 12-17 years with Moebius Syndrome, a rare condition involving congenital facial paralysis. Content analysis revealed five themes: social engagement/disengagement, resilience/sensitivity, social support/stigma, being understood/misunderstood, and public awareness/lack of awareness of Moebius Syndrome. Compared to previ...

2012
Birsen Yazıcı Zhengmin Li

We introduce a forward model for the cone-beam X-ray Computed Tomography projection data measured in native geometries as a Fourier Integral Operator and present a corresponding filtered-backprojection type inversion formula. Our model and inversion formula can accommodate arbitrary source trajectories, arbitrary detector plane orientation, detector surface geometries, and other system related ...

Journal: :CoRR 2008
Maciej Dziemianczuk

In response to [6], we discover the looked for inversion formula for F -nomial coefficients. Before supplying its proof, we generalize F -nomial coefficients to multi F -nomial coefficients and we give their combinatorial interpretation in cobweb posets language, as the number of maximal-disjoint blocks of the form σPk1,k2,...,ks of layer 〈Φ1 → Φn〉. Then we present inversion formula for F -nomi...

2008
M. Dziemianczuk

In response to [7], we discover the looked for inversion formula for F -nomial coefficients. Before supplying its proof, we generalize F -nomial coefficients to multi F -nomial coefficients and we give their combinatorial interpretation in cobweb posets language, as the number of maximal-disjoint blocks of the form σPk1,k2,...,ks of layer 〈Φ1 → Φn〉. Then we present inversion formula for F -nomi...

Journal: :Journal of Pure and Applied Algebra 2016

2002
Kai Lampka Markus Siegle

This paper describes how to construct complex performability models in the context of the software tool Moebius, by hierarchically composing small submodels. In addition to Moebius’ “Join” operator, a second composition operator “Sync” is introduced, and it is shown how both types of composition can be realised on the basis of symbolic, i.e. BDD-based data structures.

Journal: :Linear Algebra and its Applications 1990

Journal: :Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics 1989

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