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Value Co-Creation in Industrial Buyer-Seller Partnerships ... - Doria

Value Co-Creation in Industrial Buyer-Seller Partnerships ... - Doria

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ÁÅ¿ÁÅ¿¿Á¿Á‘ ‘ž ž• Access to both technical and commercial skills• Lower operational costs• Reduced development expenses for both companies• Improved material flow for both companies• Quicker and more cost efficient problem solv<strong>in</strong>g• Reduced adm<strong>in</strong>istration costs• Learn<strong>in</strong>g, which can be applied <strong>in</strong> other relationships• Access to other parts of the network(Ford et al. 2003, pp 91-101)Based on the above discussion on <strong>in</strong>volvement I revise the figure on exploit<strong>in</strong>g differenttypes of <strong>in</strong>terdependencies presented earlier, by exchang<strong>in</strong>g the x-axis from <strong>in</strong>teraction <strong>in</strong>to<strong>in</strong>volvement. The illustration suggests that more <strong>in</strong>volvement is required <strong>in</strong> achiev<strong>in</strong>geconomies of <strong>in</strong>novation than <strong>in</strong> the case of economies of <strong>in</strong>tegration. The argument is notthat economies of <strong>in</strong>tegration would be possible to achieve with low <strong>in</strong>volvement, but thatthe degree of <strong>in</strong>volvement required for that is likely to be less than <strong>in</strong> the other two types ofeconomiz<strong>in</strong>g suggested. Further the question most likely is not simply about differentdegrees of <strong>in</strong>volvement (less–more), but also about different types of <strong>in</strong>volvement, therationale be<strong>in</strong>g that different types of <strong>in</strong>volvement ameliorate the achiev<strong>in</strong>g of differentoutcomes. Economies of <strong>in</strong>tegration can likely be achieved by be<strong>in</strong>g rational and systematic,while economies of <strong>in</strong>novation will more likely be achieved through be<strong>in</strong>g adept and<strong>in</strong>ventive.²©³@´µd´ · ¸©¹´©º’X“T”Z• –X— Õ”^Xš• ›fœ “X— X“X–T“X›TO“M›Z”^“ •· µoµd´©»¼©½O· ´µ ·²d³´µd´'· ¸©¹´©ºÁ à Á ß^Õ˜Mš“T¹@³¼tÆ ¸¼tµ©Ç'¹@³´Èd¸• ›fœ “X— X“X–T“X›TO“M›Z”^“ •ÁÄ Ã ÁÄ ÃÀÁ¿ ¾ ¿ ¾²©³@´µ©´'· ¸©¹´©º¡ “T¢@£Z“M›fœ •Mš ¡Ê · µ½f¸©É Ê ¼©½O· ´µ ·• ›fœ “X— X“X–T“X›TO“M›Z”^“ •Í “Ë “TÌ^Ì Í ˜M— “ˬ ±¤¥ ¦§O¥w¥¦¨¡© ª« ¬ ­j©*® ­w¥*¯°¥j¬ ±Figure 4.6: A revised illustration of the different outcomes as a consequence of exploit<strong>in</strong>g differenttypes of <strong>in</strong>terdependencies84

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