Assessing Economic Complexity with Input-Output Based Measures



G(A) =


(2N -2)G*(A)


2N-2N-2-1


The network effect indicator, H(A) is:

H(A) = 1 - h (A)

with h ( A) = -Z(A)-,
N2 -N

in which Z(A) is the number of zeros of matrix L = (I-A)-1.

Finally, the index of complexity as interdependence, combining the dependency and the
network effects is:

I(A) = G(A) x H(A)

(11)


This measure can be based on the technical coefficients matrix, A (M11 - CAIA) or on
the Leontief inverse, substituting, in
G(A), L for A (M12 - CAIL).

12



More intriguing information

1. BUSINESS SUCCESS: WHAT FACTORS REALLY MATTER?
2. The name is absent
3. Program Semantics and Classical Logic
4. Globalization and the benefits of trade
5. Monetary Policy News and Exchange Rate Responses: Do Only Surprises Matter?
6. The name is absent
7. Synchronisation and Differentiation: Two Stages of Coordinative Structure
8. The name is absent
9. Testing Gribat´s Law Across Regions. Evidence from Spain.
10. Draft of paper published in: