But your own example implies that you could've achieved the same results by simply using the "and" operator: ring AND mathematics. No reason to give up privacy. I'm actually surprised that your friends didn't get the…
I got some further clarifications from Leonard Schulman: He writes, "Yes, a tree code is a near-isomorphic image of a tree metric. No, this has nothing to do with the Shannon capacity of graphs." Thank you again for…
Thank you all for your thoughtful comments. You've hit the heart of the challenge in any kind of science writing: Trying not to frighten off those unfamiliar with a field and therefore using metaphors, such as bubble…
But your own example implies that you could've achieved the same results by simply using the "and" operator: ring AND mathematics. No reason to give up privacy. I'm actually surprised that your friends didn't get the…
I got some further clarifications from Leonard Schulman: He writes, "Yes, a tree code is a near-isomorphic image of a tree metric. No, this has nothing to do with the Shannon capacity of graphs." Thank you again for…
Thank you all for your thoughtful comments. You've hit the heart of the challenge in any kind of science writing: Trying not to frighten off those unfamiliar with a field and therefore using metaphors, such as bubble…