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Technology gaps, trade and income. (2019). Sampson, Thomas.
In: LSE Research Online Documents on Economics.
RePEc:ehl:lserod:102812.

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  1. Does Scientific Productivity Stimulate Intensified Technology Exports in Developing Economies. (2021). Kish, Razieh Davari ; Davarikish, Razieh ; Tartar, Mohsen ; Sepehrdoust, Hamid.
    In: Journal of the Knowledge Economy.
    RePEc:spr:jknowl:v:12:y:2021:i:4:d:10.1007_s13132-021-00799-6.

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  2. Development strategies for middle?income countries in a digital world—Insights from modern trade economics. (2021). Mayer, Joerg.
    In: The World Economy.
    RePEc:bla:worlde:v:44:y:2021:i:9:p:2515-2546.

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References

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  73. Solution to firm’s R&D problem in Section 3.2 The firm faces a discounted infinite-horizon optimal control problem of the type studied in Section 7.5 of Acemoglu (2009). The current-value Hamiltonian is: H(φ, lR , λ) =  1 − β β βpjsχR js ws ! 1 1−β φ − lR   ws + λ φ 1 − β h ψBsφ−γj(1−β) lR α − (δ + gj) i ,
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  77. The solution to (28) and (29) is a candidate for a solution to the firm’s problem. To show it is in fact the unique solution we can use Theorem 7.14 in Acemoglu (2009). Suppose λ is the current-value costate variable obtained from the solution to (28) and (29). Equation (54) implies λ is always strictly positive. Therefore, given any path for φ on which φ is always positive we have limt̃→∞ h e−(ρ+ζ)(t̃−t)λφ i ≥ 0. Now define: H(φ, λ) = max lR H(φ, lR , λ), =  1 − β β βpjsχR js ws ! 1 1−β ws − λ (δ + gj) 1 − β   φ + 1 − α α w −α 1−α s
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  79. which is negative by Assumption 1. This means the Jacobian has one strictly negative and one strictly positive eigenvalue. Therefore, by Theorem 7.19 in Acemoglu (2009), the steady state is locally saddle-path stable. There exists an open neighborhood of the steady state such that if the firm’s initial φ lies within this neighborhood, the system of differential equations given by (28) and (29) has a unique solution. The solution converges to the steady state along the stable arm of the system as shown in Figure 1 in the paper. From equation (56) it follows that λ̇ → 0 as the solution converges to the steady state. Since ρ + ζ > 0 this implies the solution satisfies the transversality condition (55).
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  33. Transport infrastructure and long-run economic growth in OECD countries. (2015). Farhadi, Minoo .
    In: Transportation Research Part A: Policy and Practice.
    RePEc:eee:transa:v:74:y:2015:i:c:p:73-90.

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  34. The modern drivers of productivity. (2015). Venturini, Francesco.
    In: Research Policy.
    RePEc:eee:respol:v:44:y:2015:i:2:p:357-369.

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  35. Can China harness globalization to reap domestic carbon savings? Modeling international technology diffusion in a multi-region framework. (2015). JIN, WEI.
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  36. Technology transfer, institutions and development. (2014). Liberati, Paolo ; Costantini, Valeria.
    In: Technological Forecasting and Social Change.
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  37. Getting patents and economic data to speak to each other: An ‘Algorithmic Links with Probabilities’ approach for joint analyses of patenting and economic activity. (2014). Zolas, Nikolas ; Lybbert, Travis.
    In: Research Policy.
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  38. Unveiling the dynamic relation between R&D and emission abatement. (2014). mancinelli, susanna ; Mazzanti, Massimiliano ; Corradini, Massimiliano ; Costantini, Valeria.
    In: Ecological Economics.
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  39. INTERNATIONAL PATENTING STRATEGIES WITH HETEROGENEOUS FIRMS. (2014). Zolas, Nikolas.
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  40. Productivity, innovation and growth in Sri Lanka : an empirical investigation. (2013). Dutz, Mark A. ; O'Connell, Stephen D..
    In: Policy Research Working Paper Series.
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  41. Do Regional Trade Agreements Enhance International Technology Spillovers?. (2013). Jinji, Naoto ; Haruna, Shoji ; Zhang, Xingyuan .
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  42. The Effect of Regional Trade Agreements on Technology Spillovers through International Trade. (2012). Jinji, Naoto ; Haruna, Shoji ; Zhang, Xingyuan .
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  43. The Connection between Imported Intermediate Inputs and Exports: Evidence from Chinese Firms. (2012). Swenson, Deborah ; Li, Zhiyuan ; Feng, Ling.
    In: IAW Discussion Papers.
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  44. International Knowledge Spillover and Technology Externality: Why Multilateral R&D Coordination Matters for Global Climate Governance. (2012). JIN, WEI.
    In: CAMA Working Papers.
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  45. Can China Harness Globalization to Reap Carbon Savings? Modeling International Technology Diffusion in a Multi-region Framework. (2012). JIN, WEI.
    In: CAMA Working Papers.
    RePEc:een:camaaa:2012-52.

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  46. Imported inputs and skill upgrading. (2012). Crino, Rosario.
    In: Labour Economics.
    RePEc:eee:labeco:v:19:y:2012:i:6:p:957-969.

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  47. Looking into the black box of Schumpeterian growth theories: An empirical assessment of R&D races. (2012). Venturini, Francesco.
    In: European Economic Review.
    RePEc:eee:eecrev:v:56:y:2012:i:8:p:1530-1545.

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  48. Getting Patents and Economic Data to Speak to Each Other: An Algorithmic Links with Probabilities Approach for Joint Analyses of Patenting and Economic Activity. (2012). Zolas, Nikolas ; Lybbert, Travis.
    In: Working Papers.
    RePEc:cen:wpaper:12-16.

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  49. Trade Patterns and International Technology Spillovers:Theory and Evidence from Patent Citations. (2011). Jinji, Naoto ; Haruna, Shoji ; Zhang, Xingyuan .
    In: Discussion papers.
    RePEc:kue:dpaper:e-10-006.

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  50. Machines and machinists: Capital-skill complementarity from an international trade perspective. (2011). Koren, Miklós ; Csillag, Marton .
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