The relevance of Marxism to science is that it removes it from its imagined position of complete detachment and shows it as a part but a critically important part of economy and social development.

The further a mathematical theory is developed the more harmoniously and uniformly does its construction proceed and unsuspected relations are disclosed between hitherto separated branches of the science.

How thoroughly it is ingrained in mathematical science that every real advance goes hand in hand with the invention of sharper tools and simpler methods which at the same time assist in understanding earlier theories and in casting aside some more complicated developments.

I could write historical fiction or science fiction or a mystery but since I find it fascinating to research the clues of some little know period and develop a story based on that I will probably continue to do it.

The time was not yet ripe for the growth of mathematical science among us and any development that might have taken place in that direction was rudely stopped by the civil war.

Without renouncing the support of physics it is possible for the physiology of the senses not only to pursue its own course of development but also to afford to physical science itself powerful assistance.

I developed that for a long time. I also developed 'Sugar Sweet Science' at New Line and that didn't happen. That was a boxing movie. And between all that there were a couple of other things.

Pure phenomenology claims to be the science of pure phenomena. This concept of the phenomenon which was developed under various names as early as the eighteenth century without being clarified is what we shall have to deal with first of all.

Before I was reading science fiction I read Hemingway. Farewell to Arms was my first adult novel that said not everything ends well. It was one of those times where reading has meant a great deal to me in terms of my development - an insight came from that book.

One would have to have completely forgotten the history of science so as to not remember that the desire to know nature has had the most constant and the happiest influence on the development of mathematics.