Die Textilindustrie sämtlicher Staaten

Bibliographic data

Monograph

Identifikator:: 1031019537

URN:: urn:nbn:de:zbw-retromon-60551

Document type:: Monograph

Author:: Kertész, Adolf http://d-nb.info/gnd/1013269713

Title:: Die Textilindustrie sämtlicher Staaten

Edition:: Zweite Auflage der "Textilindustrie Deutschlands im Welthandel"

Place of publication:: Braunschweig

Publisher:: Druck und Verlag von Fried. Vieweg & Sohn

Year of publication:: 1917

Scope:: 1 Online-Ressource (XXVI, 741 Seiten)

Digitisation:: 2018

Collection:: Economics Books

Usage license:: Get license information via the feedback formular.

Chapter

Document type:: Monograph

Structure type:: Chapter

Title:: A. Die Textilindustrie der europäischen Staaten

Collection:: Economics Books

PONTIFICIAE ACADEMIAE SCIENTIARVM SCRIPTA VARIA - 28 the elements a*,, of which represent the input of complementary import j into a unit of output of R. Suppose that we know v, e and m*, but not x or m. From (IV. 29) we could calculate a provisional value of the vector lg im,!. Given the price of each product in each trading re- gion, we could try to allocate the demand for each element of ig | m, | over the sources of supply by means of a price-sensitive variant of the linear expenditure system [38]. This means that for the jth element of ¢ we should use IV. 30) 9 = (¢;+ Cyp)+ pt by [ny — pi (¢;+ Cy py) where g; is a vector whose elements are the amounts of com- modity j which come from domestic production or from one of the possible foreign sources of supply. Initially 4, is unk- nown and must be adjusted until ig; is equal to the jth element of g. The matrix C is a symmetric matrix of parameters and is of order equal to the number of:sources of supply. A method of estimating the elements of this matrix is suggested in [38]. If we applied (IV. 30) to each commodity in each region we should generate a complete set of imports and exports. These would then have to be added and subtracted to give fv+e+x-m im*} and the whole exercise would have to be carried out again with this vector in place of the provisional Vu te m*,{. This process would then be continued until it converged. At this point we can recombine the estimates to give a three- dimensional regional trading matrix: region by region by com- modity. From all this information we can construct a region by region trading matrix, T say. The element #,, say, of T shows the total exports of region 7 to region s, while the element #,, shows the total exports of region s to region r. For simplicity, 11 Stone - pag. 56

Access restriction

Copyright

fullscreen: Die Textilindustrie sämtlicher Staaten

Monograph

Chapter

Table of contents

Download

Monograph

Chapter

This page

Image fragment

Citation links

Citation recommendation