Invariance Famous Quotes & Sayings

5 Invariance Famous Sayings, Quotes and Quotation.

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The three discrete invariances - reflection invariance, charge conjugation invariance, and time reversal invariance - are connected by an important theorem called the CPT theorem.Chen-Ning Yang Invariance Sayings By Chen-Ning Yang: The three discrete invariances - reflection invariance, charge conjugation invariance, and time reversal invariance -
The fundamental biological variant is DNA. That is why Mendel's definition of the gene as the unvarying bearer of hereditary traits, its chemical identification by Avery (confirmed by Hershey), and the elucidation by Watson and Crick of the structural basis of its replicative invariance, are without any doubt the most important discoveries ever made in biology. To this must be added the theory of natural selection, whose certainty and full significance were established only by those later theories.Jacques Monod Invariance Sayings By Jacques Monod: The fundamental biological variant is DNA. That is why Mendel's definition of the gene as
There is changeability in process, but invariance in outcome.Paul Watzlawick Invariance Sayings By Paul Watzlawick: There is changeability in process, but invariance in outcome.
Never make a calculation until you know the answer. Make an estimate before every calculation, try a simple physical argument (symmetry! invariance! conservation!) before every derivation, guess the answer to every paradox and puzzle. Courage: No one else needs to know what the guess is. Therefore make it quickly, by instinct. A right guess reinforces this instinct. A wrong guess brings the refreshment of surprise. In either case life as a spacetime expert, however long, is more fun!John Archibald Wheeler Invariance Sayings By John Archibald Wheeler: Never make a calculation until you know the answer. Make an estimate before every calculation,
the problem is then to develop a theory of invariance with respect to arbitrary linear transformations, in which, however, in contra-distinction to the case of affine geometry, we have a definite invariant quadratic form, viz. the metrical groundform once and for all as an absolute datum.Hermann Weyl Invariance Sayings By Hermann Weyl: the problem is then to develop a theory of invariance with respect to arbitrary linear