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Design of a 60.8 K superconducting hydride LiMgZr<sub>2</sub>H<sub>12</sub> at ambient pressure <i>via</i> lithium substitutional doping. [PDF]
Wei Q, Wang X, Luo J, Zhang M, Wei B.
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Hemoglobin-based oxygen carriers with antioxidant properties.
Salvi T +4 more
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Determination of stability constants using genetic algorithms [PDF]
A genetic algorithm (GA)-simplex hybrid approach has been developed for the determination of stability constants using calorimetric and polarographic data obtained from literature sources.
Dermot Diamond +2 more
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Stability Constants in Linear Spaces
Constructive Approximation, 2010Let \(X\) be a linear space over the reals, \(D\subset X,\) and let \(E\) be a Banach space. A function \(f:D\to E\) is said to be \(\delta\)-Jensen if \[ \left\| f\left(\frac{x+y}{2}\right)-\frac{f(x)+f(y)}{2}\right\|\leq\delta \] whenever \(x,y,(x+y)/2\in D.\) The stability constant for Jensen equation is the infimum of those constants \(C\) for ...
Laczkovich, M., Paulin, R.
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Stability Constants for Courant Approximations
Journal of Mathematical Sciences, 2001Summary: This article deals with investigation of constants of stability for the Courant approximation in metrics of spaces \(L_2\) and \(W_2^1\) in the class of triangular grids with uniformly bounded angles as well as with angles which tend to zero. In the first case numerical estimates of the Courant constants are proposed.
Makarov, V. L., Sbrodova, G. A.
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The stability constant of complex
The International Journal of Applied Radiation and Isotopes, 1980Abstract The extraction of technetium in reduced valence state from aqueous perchlorate solutions with thenoyltrifluoroacetone in toluene was studied. Values of the reduced technetium partition coefficient in the presence of various concentrations of diethylenetriaminepentaacetate were measured. The dependences of the reduced technetium (labeled with
V.I. Levin +2 more
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On the Convergence of Stability Constants
SIAM Journal on Numerical Analysis, 1986The paper deals with a linear integro-differential equation of order \(m\in N\) under linear boundary conditions \(Lu:=u^{(m)}+L^{(2)}u=f\) in (a,b), \(B_ eu=c_ e\), \(e=1,...,m\). This problem is approximated by a sequence of finite difference equations.
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Piecewise-Constant Stabilization
SIAM Journal on Control and Optimization, 1999In this paper the author addresses the feedback stabilization problem for continuous-time and discrete-time nonlinear control systems. After presenting necessary conditions for the stabilization via smooth feedbacks, the author turns to the main topic, which is the stabilization via piecewise constant feedback laws, i.e. mappings \(u: \mathbb R^n\to U\)
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