A Quote by Richard P. Feynman

I am not interested in what today's mathematicians find interesting. — © Richard P. Feynman
I am not interested in what today's mathematicians find interesting.
I'm not a religious man... I find I am a fan of science. I believe in science. A humility before the facts. I find that a moving and beautiful thing. And belief in the unknown I find less interesting. I find the known and the knowable interesting enough.
The mathematical fraternity is a little like a self-perpetuating priesthood. The mathematicians of today teach the mathematicians of tomorrow and, in effect, decide whom to admit to the priesthood.
In fashion, general people will look to the piece itself. [Some designers] concentrate on, 'How can I make this seam look special?' or 'What am I going to do with that button so it looks interesting?' I am not interested in that. At the moment, I am more interested in the shape and the form. I have a big desire to make clothes without defining them.
I am very seldom interested in applications. I am more interested in the elegance of a problem. Is it a good problem, an interesting problem?
I was bad at sports and picked last every day. I couldn't quite figure out what my role was in the social order, so I decided I was interested in comedy. And what was then interesting was, nobody else was interested in it at all. I didn't find one friend who was interested in comedy until I moved to California and met other comedians. And suddenly I knew hundreds of people who knew as much about SCTV as I did. But it took me 20 years to find those people.
Relations between pure and applied mathematicians are based on trust and understanding. Namely, pure mathematicians do not trust applied mathematicians, and applied mathematicians do not understand pure mathematicians.
I don't like to dwell on the past. I'm interested in Fischerandom now, I am working on a new clock, I'm trying to make chess a more exciting game today. I am not interested in sitting in my rocking chair thinking what I did 10, 20 or 30 years ago.
If death is in the room, it's pretty interesting. But I would also say that I'm interested in getting myself to believe that it's going to happen to me. I'm interested in it, because if you're not, you're nuts. It's really de facto what we're here to find out about.
I am not a historian, but I find myself being more and more fascinated by history and now I find myself reading more and more about history. I am very interested in Napoleon, at the present: I'm very interested in battles, in wars, in Gallipoli, the First World War and so on, and I think that as I age I am becoming more and more historical. I certainly wasn't at all in my early twenties.
Today I am discovering who I am. Today I am becoming my person, worthy of developing all of me. Today I am beginning to know that I am okay the way I am.
I personally have no shame in saying I am extremely interested in fashion. I am not as interested in trends. I won't go on Style.com unless I'm looking for stuff to wear to an event, or there's a designer I am interested in.
I found that while it was interesting to travel around and take the photographs, I would find that I was more interested in the stories behind the photographs. I was more interested in narrative.
I write from my knowledge not my lack, from my strength not my weakness. I am not interested if anyone knows whether or not I am familiar with big words, I am interested in trying to render big ideas in a simple way. I am interested in being understood not admired.
I wouldn't have been interested in making a show just about Hollywood, 'cause I find Hollywood boring. I find people and families very interesting.
My wife is very interested in fashion. I am absolutely not. I couldn't give a toss. Fashion is a perfectly valid thing to be interested in. I'm just not particularly interested in pop culture. I think I am more interested in things that have a settled permanence about them.
Outside observers often assume that the more complicted a piece of mathematics is, the more mathematicians admire it. Nothing could be further from the truth. Mathematicians admire elegance and simplicity above all else, and the ultimate goal in solving a problem is to find the method that does the job in the most efficient manner. Though the major accolades are given to the individual who solves a particular problem first, credit (and gratitude) always goes to those who subsequently find a simpler solution.
This site uses cookies to ensure you get the best experience. More info...
Got it!