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51

TED

ПРОМЕДИА: М.

Статья посвящена информационному проекту.

52

The human touch of chemistry

ПРОМЕДИА: М.

Обзор интернет-портала, посвященного химии, ее истории и перспективам развития.

53

THERMOLYSIS PREPARATION OF CADMIUM(II) OXIDE NANOPARTICLES FROM A NEW THREE-DIMENSIONAL CADMIUM(II) SUPRAMOLECULAR COMPOUND

Автор: Payehghadr
ПРОМЕДИА: М.

The reaction of cadmium(II) chloride and 4-pyridine carboxylic acid (4-Hpyc) produces a new three-dimensional supramolecular compound [Cd(4-pyc)2(H2O)4]n (1). Compound 1 is characterized by IR spectroscopy and elemental analyses. The single crystal X-ray data show an infinite three-dimensional structure formed by the hydrogen bonding and p—p stacking interactions. The CdO nanoparticles are obtained by direct calcination at 400 °C, 500 °C and 600 °C in the air atmosphere as well as by thermolysis in oleic acid at 200 °C. The obtained cadmium(II) oxide nanoparticles are characterized by X-ray diffraction and scanning electron microscopy. This study demonstrates another potential application of cadmium(II) supramolecular compounds in the preparation of nanoscale cadmium(II) oxide materials with a specific size and morphologies.

54

THE STIELTJES MOMENT PROBLEM IN VECTOR LATTICES

Автор: Kusraev
ПРОМЕДИА: М.

In the present paper the Stieltjes moment problem in vector lattices is briefly outlined. First of all two examples justifying the statement of the moment problem in vector lattices are considered. The first example concerns a stochastic setting of the moment problem (the moment sequence depends on a measurable parameter) and the second one concerns the spectral resolution of a self-adjoint operator in a Hilbert space. Both examples are covered by the Freudenthal spectral theorem, which is one of the most powerful tools in the theory of vector lattices, and can be interpreted as one of the first solutions to the moment problem in vector lattices. In the last section two resulats concerning the general Stieltjes moment problem in vector lattices are formulated. The main difficulty is to find an appropriate measure extension in vector lattices.

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