"But be that as it may, I think it is more respectful to you that I should speak to you upon and do my best to interest you in the subject which has occupied me, and in which I am myself most interested"
About this Quote
Cayley is doing something deceptively difficult here: he’s flattering his audience without condescending to it, and he’s defending specialization without sounding defensive. The opening hedge, "But be that as it may", is Victorian throat-clearing with a purpose. It signals that objections have already been raised - maybe the topic is too technical, too narrow, too much his private obsession - and he’s choosing to proceed anyway, but with tact.
The key move is the pivot to respect. He frames plain speaking not as self-indulgence but as courtesy: it would be less respectful to dodge his real subject or dilute it into polite generalities. That’s a subtle rebuke to the social expectation that a speaker should entertain rather than immerse. In a culture where public lectures were part education and part performance, Cayley insists that seriousness is the compliment.
Then comes the quiet confession: "the subject which has occupied me, and in which I am myself most interested". He’s admitting bias up front - the work is not neutral, it’s chosen - while also modeling the engine of intellectual life: sustained attention. For a mathematician, "occupied" matters. Math isn’t inspiration on demand; it’s being lived with, returned to, worried at. His intent is to invite the listener into that long courtship, and his subtext is a promise: if you grant me patience, I’ll try to make my private intensity legible to you.
The key move is the pivot to respect. He frames plain speaking not as self-indulgence but as courtesy: it would be less respectful to dodge his real subject or dilute it into polite generalities. That’s a subtle rebuke to the social expectation that a speaker should entertain rather than immerse. In a culture where public lectures were part education and part performance, Cayley insists that seriousness is the compliment.
Then comes the quiet confession: "the subject which has occupied me, and in which I am myself most interested". He’s admitting bias up front - the work is not neutral, it’s chosen - while also modeling the engine of intellectual life: sustained attention. For a mathematician, "occupied" matters. Math isn’t inspiration on demand; it’s being lived with, returned to, worried at. His intent is to invite the listener into that long courtship, and his subtext is a promise: if you grant me patience, I’ll try to make my private intensity legible to you.
Quote Details
| Topic | Teaching |
|---|---|
| Source | Help us find the source |
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