This paper presents multilateral comparisons of output, productivity and purchasing power parities in manufacturing, for 1975 and 1987. Two multilateral approaches are considered, namely the Geary-Khamis method and the generalized Theil-Tornqvist method based on the EKS procedure. The paper discusses the problem of lack of additive consistency of the generalized Theil-Tornqvist index and the absence of constant price comparisons within this framework. Some procedures that lead to near additive consistency are proposed. The empirical results show that multilateralization does not substantially affect the results and that both the Geary-Khamis and the generalized Theil-Tornqvist index give results comparable to the binary comparisons.</p
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
The paper considers alternative approaches to providing consistent multilateral indexes of real outp...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper presents multilateral comparisons of output, productivity and purchasing power parities i...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
The paper considers alternative approaches to providing consistent multilateral indexes of real outp...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
This paper examines the feasibility of constructing a consistent set of multilateral comparisons of ...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...
The Theil-Tornqvist index number is widely used for binary comparisons of prices, output and product...