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LARS ONSAGER - The National Academies Press

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<strong>LARS</strong> <strong>ONSAGER</strong> 189<br />

may seem strange that a man who could see so deeply into<br />

physical reality should have been so conspicuously lacking in<br />

imagination when it came to reading other minds, but almost<br />

everyone who met him became immediately aware of this<br />

disability.<br />

"I won't say he was the world's worst lecturer," Professor Cole continues,<br />

"but he was certainly in contention. He was difficult to understand anyway,<br />

but he also had the habit of lecturing when his back was to the students<br />

and he was writing on the blackboard. To compound matters, he was a big<br />

man, and students had to peer round him just to try and see what was<br />

being written."<br />

Onsager's problems in communicating with lesser mortals<br />

were certainly not due to impatience or arrogance. <strong>The</strong> theoretical<br />

chemist Julian Gibbs, of Brown University, who got to<br />

know him some years later describes Onsager as a "very, very<br />

friendly man" who would always assume that his listeners<br />

were as advanced in their thinking as he was. "He assumed<br />

that if he knew it, others in the field automatically knew it,"<br />

whatever the subject under discussion.<br />

Yet it was not only students who found Onsager difficult<br />

to understand; his colleagues had the same difficulty. Oliver<br />

Penrose, who worked with him as a postdoctoral associate,<br />

recalls a lecture to the Kapitza Club in Cambridge, many<br />

years later, at which Onsager was explaining his joint work<br />

with Bruria Kaufman on the Ising lattice. He had been<br />

warned that non-theoreticians would be present and that he<br />

should phrase his talk in not too technical language. He<br />

plunged, nevertheless, into the mathematics of spinor algebras.<br />

After about twenty minutes, one of the many experimentalists<br />

in the audience had the courage to ask him what<br />

a spinor was. Onsager replied, thoughtfully: "A spinor—no,<br />

a set of spinors—is a set of matrices isomorphic to the orthogonal<br />

group." With that he gave the famous Onsager grin,

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