Results 81 to 90 of about 47,096,289 (234)
Concentrations of P fractions with elevation.
Concentrations of P fractions with elevation.
Duoji Qimei (13028861) +3 more
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Quantitative Fractional Helly and $(p,q)$-Theorems
11 ...
Jung, Attila, Naszódi, Márton
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Nitrogen-fixing plants alter the chemical properties of the soil beneath plant canopies, particularly by concentrating nitrogen-rich organic matter. We hypothesize that the presence of a legume canopy inside a plot will more greatly influence the spatial
Alexandra Rodríguez +3 more
semanticscholar +1 more source
Effect of hydrophilic / hydrophobic fractions of Natural Organic Matter on irreversible fouling of membranes [PDF]
Natural organic matter (NOM) has been identified as a major factor affecting membrane processes performances, but its impact is difficult to quantify from global parameters such as organic carbon content.
Jefferson, Bruce +3 more
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Fractionally total colouring \(G_{n,p}\)
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Conor Meagher, Bruce A. Reed
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On the quasi-periodic $p$-adic Ruban continued fractions
summary:We study a family of quasi periodic $p$-adic Ruban continued fractions in the $p$-adic field $\mathbb {Q}_p$ and we give a criterion of a quadratic or transcendental $p$-adic number which based on the $p$-adic version of the subspace theorem due ...
Hbaib, Mohamed +2 more
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Phosphorus (P) is one of the essential elements for plant, however, its availability is mostly very low in acid soils. It is well documented that application of phosphate rock and organic matter are able to change the level of availability of P-form in ...
Heru Bagus Pulunggono +2 more
doaj
Measurement of the Branching Fractions B (B0 →p p ̄ p p ̄) and B (Bs0 →p p ̄ p p ̄)
Searches for the rare hadronic decays B-0 -> p (p) over barp (p) over bar and B-s(0) -> p (p) over barp (p) over bar are performed using proton-proton collision data recorded by the LHCb experiment and corresponding to an integrated luminosity of 9
Lupato, A., Redi, F.
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On the eigenvalues of the p&q-fractional Laplacian
We consider the eigenvalue problem for the fractional $p \& q-$Laplacian \begin{equation} \left\{\begin{aligned} (- Δ)_p^{s}\, u + μ(- Δ)_q^{s}\, u+ |u|^{p-2}u+μ|u|^{q-2}u=λ V(x)|u|^{p-2}u\quad & \text{in } Ω\\ u=0\quad& \text{in}\quad\R^N\backslashΩ, \end{aligned}\right.
Bahrouni, Sabri +2 more
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Hölder regularity for parabolic fractional p-Laplacian
AbstractLocal Hölder regularity is established for certain weak solutions to a class of parabolic fractional p-Laplace equations with merely measurable kernels. The proof uses DeGiorgi’s iteration and refines DiBenedetto’s intrinsic scaling method. The control of a nonlocal integral of solutions in the reduction of oscillation plays a crucial role and ...
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