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Philosophy and history of science, culture and education
  • Date submitted
    2009-09-26
  • Date accepted
    2009-11-23
  • Date published
    2010-06-25

Way philosophy courses are considered essential at american technical universities

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The paper comprises of some examples of philosophical courses delivered at three US institutes of technology, topics considered attractive for students, and professors’ answers to the questions why and how the students of these institutes should study various philosophical problems.

How to cite: Mikeshin M.I. Way philosophy courses are considered essential at american technical universities // Journal of Mining Institute. 2010. Vol. 187 . p. 190-193.
Mineral raw materials complex: problems in control under new economical conditions
  • Date submitted
    2008-11-16
  • Date accepted
    2009-01-15
  • Date published
    2009-12-11

The USA mineral-resources sector development in the globalization epoch

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There are revealed the peculiarities of America’s mineral-resources sector at the modern stage of development. The influence of globalization processes on the US mineral-resources sector evolution is considered. The strategy and tactics of US mineral-resources sector state positioning policy in new management frameworks are being scrutinized.

How to cite: Maltsev A.A. The USA mineral-resources sector development in the globalization epoch // Journal of Mining Institute. 2009. Vol. 184 . p. 62-69.
Mining
  • Date submitted
    1951-07-01
  • Date accepted
    1951-09-16
  • Date published
    1952-12-23

On the calculation of eigenvalues ​​by the method of steepest descent

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L. V. Kantorovich proposed a new direct method for solving problems of the calculus of variations, which he called the steepest descent method. As L. V. Kantorovich showed, the method can be successfully used for the approximate solution of linear functional equations in a Hilbert space. In addition, L. V. Kantorovich applied the steepest descent method to the problem of eigenvalues ​​of completely continuous operators. In application to this problem, the method consists of the following. In this note, a proof of the convergence of the process is given without the assumption of closeness of x0 to x*. In addition, a comparison of the steepest descent method with the known iterative method for calculating eigenvalues ​​is made, and a multi-step version of the method under consideration is investigated. In what follows, the assumption that m = 0 is not used.

How to cite: Birman M.S. On the calculation of eigenvalues ​​by the method of steepest descent // Journal of Mining Institute. 1952. Vol. 27 № 1. p. 209-216.