Results 61 to 70 of about 6,267 (199)
Frames which can be generated by the action of some operators (e.g. translation, dilation, modulation, ...) on a single element $f$ in a Hilbert space, called coherent frames.
Ataollah Askari Hemmat +2 more
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ABSTRAK Ukuran Lebesgue λ adalah ukuran yang sering digunakan pada R^n. Ukuran Lebesgue memiliki beberapa sifat, diantaranya invarian translasi λ(A+x) =λ(A) dan regular λ(A)=inf{ Σ|Q_i |:A⊆⋃Q_i}.
Putra, M. Yusuf Ari
core
Die vorliegende Arbeit widmet sich der Frage, Haar nulle Mengen auf eine geometrische statt maßtheoretische Weise zu charakterisieren. Das Hauptergebnis behauptet, dass eine abgeschlossene, konvexe Menge in einem separablen Banachraum genau Haar null ist,
Ravasini, Davide
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A methodology for the analysis of differential coexpression across the human lifespan
Background Differential coexpression is a change in coexpression between genes that may reflect 'rewiring' of transcriptional networks. It has previously been hypothesized that such changes might be occurring over time in the lifespan of an organism ...
Gillis Jesse, Pavlidis Paul
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This article provides a concise introduction to the theory of Haar measures on locally compact Hausdorff groups. We cover the necessary preliminaries on topological groups and measure theory, the Haar correspondence, unimodularity and Haar measures on coset spaces.
openaire +2 more sources
Haar Measure on the Cantor Ternary Set [PDF]
The purpose of this thesis is to examine certain questions concerning the Cantor ternary set. The second chapter deals with proving that the Cantor ternary set is equivalent to the middle thirds set of [0,1], closed, compact, and has Lebesgue measure ...
Naughton, Gerard P. (Gerard Peter)
core
Automated Cell Counter for Dunaliella Under Laboratory Condition
In order to maximize the potential of Dunaliella sp. as feedstock for biodiesel production, the laboratory culture conditions must be fully understood to obtain high yield and good quality lipids.
Jonas Gerard C. Rigor +2 more
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Densities on Dedekind domains, completions and Haar measure [PDF]
Let $D$ be the ring of $S$-integers in a global field and $\hat{D}$ its profinite completion. We discuss the relation between density in $D$ and the Haar measure of $\hat{D}$: in particular, we ask when the density of a subset $X$ of $D$ is equal to the ...
Demangos, Luca, Longhi, Ignazio
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Frame potential of Brownian SYK model of Majorana and Dirac fermions
We consider the Brownian SYK, i.e. a system of N Majorana (Dirac) fermions with a white-noise q-body interaction term. We focus on the dynamics of the Frame potentials, a measure of the scrambling and chaos, given by the moments of the overlap between ...
Anastasiia Tiutiakina +2 more
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Extensions of Haar measure to relatively large nonmeasurable subgroups [PDF]
Let G be a locally compact group, with λ \lambda a left Haar measure on G. A subgroup is large if it has finite index; a relatively large subgroup of G is a large subgroup of an open subgroup.
H. Leroy Peterson
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