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Antimicrobial constituents of the leaves of Mikania micrantha H. B. K. [PDF]

PLoS One, 2013
BACKGROUND: To isolate plant-derived compounds with antimicrobial activity from the leaves of Mikania micrantha, to determine the compounds configuration, and to evaluate their antimicrobial activity against eight plant pathogenic fungi (Exserohilum ...
Li Y, Li J, Li Y, Wang XX, Cao AC.
europepmc +5 more sources

A study of $$C\!P$$ C P violation in the decays $${{B} ^\pm } \rightarrow [{{K} ^+} {{K} ^-} {{\uppi } ^+} {{\uppi } ^-} ]_{D} h^{\pm }$$ B ± → [ K + K - π + π - ] D h ± ( $$h = K, \pi $$ h = K , π ) and $${{B} ^\pm } \rightarrow [{{\uppi } ^+} {{\uppi } ^-} {{\uppi } ^+} {{\uppi } ^-} ]_{D} h^{\pm }$$ B ± → [ π + π - π + π - ] D h ±

European Physical Journal C: Particles and Fields, 2023
The first study of $$C\!P$$ C P violation in the decay mode $${{B} ^\pm } \rightarrow [{{K} ^+} {{K} ^-} {{\uppi } ^+} {{\uppi } ^-} ]_{D} h^\pm $$ B ± → [ K + K - π + π - ] D h ± , with $$h=K,\pi $$ h = K , π , is presented, exploiting a data sample of ...
R. Aaij +1065 more
doaj +4 more sources

Resonance contributions $$\phi (1020, 1680)\rightarrow K\bar{K}$$ ϕ ( 1020 , 1680 ) → K K ¯ for the three-body decays $$B\rightarrow K\bar{K} h$$ B → K K ¯ h

European Physical Journal C: Particles and Fields, 2020
We study the contributions for the $$K^+K^-$$ K + K - and $$K^0\bar{K}^0$$ K 0 K ¯ 0 originating from the intermediate states $$\phi (1020)$$ ϕ ( 1020 ) and $$\phi (1680)$$ ϕ ( 1680 ) in the charmless three-body decays $$B\rightarrow K\bar{K} h$$ B → K K
Ying-Ying Fan, Wen-Fei Wang
doaj +4 more sources

Quasi-two-body decays $$B_{(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach [PDF]

European Physical Journal C: Particles and Fields, 2019
We extend our recent works on the P-wave two-pion resonant contributions to the kaon-pion cases in the hadronic charmless B meson decays by employing the perturbative QCD approach. The concerned decay modes are analysed in the quasi-two-body framework by
Ya Li +3 more
doaj +2 more sources

Publisher Erratum: A study of $$C\!P$$ C P violation in the decays $${{B} ^\pm } \rightarrow [{{K} ^+} {{K} ^-} {{\uppi } ^+} {{\uppi } ^-} ]_{D} h^{\pm }$$ B ± → [ K + K - π + π - ] D h ± ( $$h = K, \pi $$ h = K , π ) and $${{B} ^\pm } \rightarrow [{{\uppi } ^+} {{\uppi } ^-} {{\uppi } ^+} {{\uppi } ^-} ]_{D} h^{\pm }$$ B ± → [ π + π - π + π - ] D h ±

European Physical Journal C: Particles and Fields, 2023
R. Aaij +1065 more
doaj +2 more sources

On symmetry of strong Birkhoff orthogonality in $$B(\mathcal {H},\mathcal {K})$$ and $$K(\mathcal {H},\mathcal {K})$$ [PDF]

Annals of Functional Analysis, 2020
AbstractIn this paper, complete characterizations of left (or right) symmetric points for strong Birkhoff orthogonality in$$B(\mathcal {H},\mathcal {K})$$B(H,K)and$$K(\mathcal {H},\mathcal {K})$$K(H,K)are given, where$$\mathcal {H},\mathcal {K}$$H,Kare complex Hilbert spaces and$$B(\mathcal {H},\mathcal {K})$$B(H,K)($$K(\mathcal {H},\mathcal {K})$$K(H ...
Ryotaro Tanaka, Debmalya Sain
openaire +2 more sources

Integral K-operator frames for B(H)

Annals of the University of Craiova - Mathematics and Computer Science Series, 2021
In this paper, we will introduce a new notion, that of $K$-Integral operator frames in the set of all bounded linear operators noted $\mathcal{B}(H)$, where $H$ is a separable Hilbert space. Also, we prove some results of integral $K$-operator frame.
Hatim Labrigui +3 more
openaire +3 more sources

Farm animal genetic resources in the Slovak Republic

Czech Journal of Animal Science, 2004
At present, farm animal genetic resources are used to a various extent and with different objectives inSlovakia. The use of highly productive breeds or hybrids aimed at profitable and competitive production prevails.
M. Oravcová +5 more
doaj +1 more source

Sample Path Properties of Bifractional Brownian Motion [PDF]

, 2007
Let $B^{H, K}= \big\{B^{H, K}(t), t \in \R_+ \big\}$ be a bifractional Brownian motion in $\R^d$. We prove that $B^{H, K}$ is strongly locally nondeterministic.
Tudor, Ciprian, Xiao, Yimin
core +6 more sources

Limits of bifractional Brownian noises [PDF]

, 2008
Let $B^{H,K}=(B^{H,K}_{t}, t\geq 0)$ be a bifractional Brownian motion with two parameters $H\in (0,1)$ and $K\in(0,1]$. The main result of this paper is that the increment process generated by the bifractional Brownian motion $(B^{H,K}_{h+t} -B^{H,K}_{h}
Maejima, Makoto, Tudor, Ciprian
core +4 more sources

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