Difference between revisions of "Factors of Production"

From Open Risk Manual
 
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'''Factors of Production''' are the inputs needed for the creation of a final good or service (output).  
 
'''Factors of Production''' are the inputs needed for the creation of a final good or service (output).  
  
In the context of an [[Input-Output Model]], factors of production extend the inter-industry transactions matrix with additional rows of inputs into the economic system. These inputs might alternatively be termed [[Value Added]] (such as labour  or capital) or the ''Payments Sector'', indicating that it the additional monetary data needed to balance total inputs with total output in an open input-output model.
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In the context of an [[Input-Output Model]], factors of production extend the inter-industry transactions matrix with additional rows of inputs into the economic system. These inputs might alternatively be termed [[Value Added]] (such as labour  or capital) or the ''Payments Sector'', indicating that it the additional monetary data needed to balance total inputs with [[Total Output]] in an open input-output model.
  
 
== Formula ==
 
== Formula ==
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== Further Resources ==
 
== Further Resources ==
* [https://www.openriskacademy.com/mod/page/view.php?id=800 Crash Course on Input-Output Model Mathematics]
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* [https://www.openriskacademy.com/course/view.php?id=70 Crash Course on Input-Output Model Mathematics]
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* [https://www.openriskacademy.com/course/view.php?id=64 Introduction to Input-Output Models using Python]
  
 
== References ==
 
== References ==

Latest revision as of 18:03, 16 November 2023

Definition

Factors of Production are the inputs needed for the creation of a final good or service (output).

In the context of an Input-Output Model, factors of production extend the inter-industry transactions matrix with additional rows of inputs into the economic system. These inputs might alternatively be termed Value Added (such as labour or capital) or the Payments Sector, indicating that it the additional monetary data needed to balance total inputs with Total Output in an open input-output model.

Formula

The r row vectors of factors for k regions can be summarised in an (r \times k) factor of production matrix F[1][2]:


    \begin{align}
        F =
        \begin{bmatrix}
          f_{1,1} & f_{1,2} & \cdots & f_{1,k} \\
          f_{2,1} & f_{2,2} & \cdots & f_{2,k} \\
          \vdots  & \vdots  & \ddots & \vdots  \\
          f_{r,1} & f_{r,2} & \cdots & f_{r,k}
        \end{bmatrix}
    \end{align}

Further Resources

References

  1. Stadler K 2021 Pymrio - A Python Based Multi-Regional Input-Output Analysis Toolbox. Journal of Open Research Software, 9: 8
  2. Not to be confused with the Final Demand vector f