Results 1 to 10 of about 2,268,267 (281)
Uniqueness in Bounded Moment Problems [PDF]
Let ( X , A , μ ) (X,\mathfrak {A},\mu ) be a σ \sigma -finite measure space and K \mathcal {K} be a linear subspace of L 1 ( μ
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Formation of income amount of builder in share building under mixed agreement
The article examines the existent problems in the accounting of economical activities connected with builder’s acceptance of incomes and expenditures in a share building. On the base of analysis of economical essence of the activities performed under the
S.A. Yestchenko
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ESTIMATION OF MASS MOMENT OF INERTIA OF HUMAN BODY, WHEN BENDING FORWARD, FOR THE DESIGN OF A SELF-TRANSFER ROBOTIC FACILITY [PDF]
Knowledge of Mass Moment of Inertia of human body and its segments are necessary for various problems in biomechanics and its applications. This paper focusses on the estimation of Moment of Inertia of a human body when bending forward, which is needed ...
R. HARI KRISHNAN +3 more
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Flat extensions in *-algebras [PDF]
The main result of the paper is a flat extension theorem for positive linear functionals on *-algebras. The theorem is applied to truncated moment problems on cylinder sets, on matrices of polynomials and on enveloping algebras of Lie ...
Mourrain, Bernard, Schmüdgen, Konrad
core
Embry truncated complex moment problem
The truncated complex moment problem consists in the following: given a collection of complex numbers \(\{\gamma_{ij}\}\) \((0\leq i+j\leq n)\), find a positive Borel measure \(\mu\) on \({\mathbb C}\) such that \(\gamma_{ij}=\int\bar z^iz^j \,d\mu(z)\). A criterion for solvability the truncated complex moment problem was given by \textit{R. Curto} and
Jung, Il Bong +3 more
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Lin (2014) developed a framework of the method of the sample-moment-based density approximant, for estimating the probability density function of microdata based on noise multiplied data.
Yan-Xia Lin, Mark James Fielding
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In this Note we develop the fractional space technique in the local operator space framework. As the main result we present the noncommutative Albrecht–Vasilescu extension theorem, which in turn solves the quantized moment problem.
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We start by an application the of Krein–Milman theorem to the integral representation of completely monotonic functions. Elements of convex optimization are also mentioned. The paper continues with applications of Hahn–Banach-type theorems and polynomial
Octav Olteanu
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Optimal control for systems described by evolution equations degenerated at the initial moment (in Ukrainian) [PDF]
We prove the existence and uniqueness of the solutions of the optimal control problems for systems described by evolution equations degenerated at the initial moment. A characterization is given for the solutions of the considered problems.
A. M. Tsebenko, M. M. Bokalo
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Solving the truncated moment problem solves the full moment problem [PDF]
It is shown that the truncated multidimensional moment problem is more general than the full multidimensional moment problem.
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