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Gomory on Research, Industry, and National Competitiveness July 30, 2010

Posted by Will Thomas in 20th-Century-Science Historiography.
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Click for the Ralph Gomory profile at the IBM archives

One of my activities on my recent blogging hiatus was an oral history interview with Ralph Gomory.  The interview was originally instigated as part of the AIP History Center’s History of Physics in Industry project, on which I’ve helped out here and there.  Our discussions with researchers at IBM all pointed to Gomory as a crucial figure in that company’s history.  Personally, I had a strong interest in the interview, because Gomory’s background is in mathematics, and he is a notable figure in the operations research (OR) community, primarily on account of his foundational work on integer programming.  (For those keeping track, I wrote my dissertation, and am currently polishing up a book manuscript, on the history of certain sciences of policy analysis, including OR.)  This post is mainly based on the background research I did ahead of the interview.

Gomory was director of research at IBM from 1970 to 1986.  IBM Research had been established in its present form in the late 1950s by Emanuel Piore.  Piore had spent much of his postwar career at the Office of Naval Research, culminating in a stint as Chief Scientist.  Careful readers of Zuoyue Wang’s recent book on the President’s Science Advisory Committee (to be discussed on this blog presently) will know that Piore became a ubiquitous figure on various high-level government panels (i.e., though not well-known to historians, he was a big deal).

The idea behind establishing IBM Research was the general sense, widespread in the 1950s and ’60s, that technologically-oriented companies would be well-served by conducting their own basic research.  Piore’s goal was to establish an environment — housed in a modern building designed by Eero Saarinen — where researchers could freely explore their own ideas.  Gomory had originally been brought in to be part of the new mathematics department (along, incidentally, with fractal geometry pioneer Benoît Mandelbrot).

Now, going back to my previous post’s interest in basic research and the “linear model” in history: once one had established the importance of the link between research and technological development, one was faced with a series of subsidiary questions, to which one would have devoted more or less thought. (more…)

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