“What is meant by its nature for the highest and the best, spreads among the lowly people.”

— Franz Kafka

Source: Franz Kafka: A Biography (1960), p. 74

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Franz Kafka 266

author 1883–1924

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“Once he [Kafka] went to the Berlin aquarium … Suddenly he began to speak to the fish in their illuminated tanks, "Now at last I can look at you in peace, I don't eat you any more." It was the time that he turned strict vegetarian. If you have never heard Kafka saying things of this sort with his own lips, it is difficult to imagine how simply and easily, without any affectation, without the least sentimentality—which was something almost completely foreign to him—he brought them out. Among my notes I find something else that Kafka said about vegetarianism. He compared vegetarians with the early Christians, persecuted everywhere, everywhere laughed at, and frequenting dirty haunts. "What is meant by its nature for the highest and the best, spreads among the lowly people."”

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Franz Kafka: A Biography, translated by G. Humphreys Roberts and Richard Winston (New York: Schocken Books, 1960), p. 74.

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Source: https://books.google.com.pk/books?id=co3AzQEACAAJ&dq=inauthor:%22Zaman+Ali%22&hl=en&sa=X&ved=2ahUKEwjVi-2e57jtAhWToVwKHUj0D3kQ6AEwAnoECAEQAg

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Other

“Naturally, it is necessary to redefine what is meant.”

Max Born (1882–1970) physicist

The close of his Nobel lecture: "The Statistical Interpretations of Quantum Mechanics" (11 December 1954) http://nobelprize.org/nobel_prizes/physics/laureates/1954/born-lecture.html
Context: Can we call something with which the concepts of position and motion cannot be associated in the usual way, a thing, or a particle? And if not, what is the reality which our theory has been invented to describe?
The answer to this is no longer physics, but philosophy. … Here I will only say that I am emphatically in favour of the retention of the particle idea. Naturally, it is necessary to redefine what is meant. For this, well-developed concepts are available which appear in mathematics under the name of invariants in transformations. Every object that we perceive appears in innumerable aspects. The concept of the object is the invariant of all these aspects. From this point of view, the present universally used system of concepts in which particles and waves appear simultaneously, can be completely justified. The latest research on nuclei and elementary particles has led us, however, to limits beyond which this system of concepts itself does not appear to suffice. The lesson to be learned from what I have told of the origin of quantum mechanics is that probable refinements of mathematical methods will not suffice to produce a satisfactory theory, but that somewhere in our doctrine is hidden a concept, unjustified by experience, which we must eliminate to open up the road.