“Were you born inhuman, or did you grow so by degrees — M. S., M. D., Ph. D…”

—  Lois McMaster Bujold , Vorkosigan Saga

Vorkosigan Saga, Falling Free (1988)

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Lois McMaster Bujold 383
Science Fiction and fantasy author from the USA 1949

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“My dissertation for the Ph. D. degree at the University of Michigan was on applications of vectorial methods to metric geometry (in the sense of the Menger school), especially with a view to the merging of metric geometry in that sense with differential geometry. Professor S B Myers at the University of Michigan sponsored my dissertation, but I was particularly close to R L Wilder there.”

Leonard Jimmie Savage (1917–1971) American mathematician

Leonard Jimmie Savage, cited in: W.A. Wallis, "Leonard Jimmie Savage 1917-1971," in E Shils (ed.), Remembering the University of Chicago: teachers, scientists, and scholars. (University of Chicago Press, Chicago, 1991), 436-451; Quoted in: J J O'Connor and E F Robertson, " Leonard Jimmie Savage http://www-history.mcs.st-and.ac.uk/Biographies/Savage.html," at history.mcs.st-and.ac.uk, November 2010.

Niels Henrik Abel photo

“Lety5 - ay4 + by3 - cy2 + dy - e = 0be the general equation of the fifth degree and suppose that it can be solved algebraically,—i. e., that y can be expressed as a function of the quantities a, b, c, d, and e, composed of radicals. In this case, it is clear that y can be written in the formy = p + p1R1/m + p2R2/m +…+ pm-1R(m-1)/m,m being a prime number, and R, p, p1, p2, etc. being functions of the same form as y. We can continue in this way until we reach rational functions of a, b, c, d, and e. [Note: main body of proof is excluded]
…we can find y expressed as a rational function of Z, a, b, c, d, and e. Now such a function can always be reduced to the formy = P + R1/5 + P2R2/5 + P3R3/5 + P4R4/5, where P, R, P2, P3, and P4 are functions or the form p + p1S1/2, where p, p1 and S are rational functions of a, b, c, d, and e. From this value of y we obtainR1/5 = 1/5(y1 + α4y2 + α3y3 + α2y4 + α y5) = (p + p1S1/2)1/5,whereα4 + α3 + α2 + α + 1 = 0.Now the first member has 120 different values, while the second member has only 10; hence y can not have the form that we have found: but we have proved that y must necessarily have this form, if the proposed equation can be solved: hence we conclude that
It is impossible to solve the general equation of the fifth degree in terms of radicals.
It follows immediately from this theorem, that it is also impossible to solve the general equations of degrees higher than the fifth, in terms of radicals.”

Niels Henrik Abel (1802–1829) Norwegian mathematician

A Memoir on Algebraic Equations, Proving the Impossibility of a Solution of the General Equation of the Fifth Degree (1824) Tr. W. H. Langdon, as quote in A Source Book in Mathematics (1929) ed. David Eugene Smith

C. D. Broad photo

“It is to be feared that Spinoza would not have been enlightened enough to appreciate the beneficient system of the Ph. D. degree, introduced into English universities as a measure of post-war propaganda, whereby the time and energy of those who are qualified to do research are expended in supervising the work of those who never will be.”

C. D. Broad (1887–1971) English philosopher

From Five Types of Ethical Theory (1930)

“Freud pointed out, in his Problem of Lay Analysis, that it is extremely unlikely that a young man who would throw the best years of his life into the cloistered drudgery of getting an M. D. degree, could possibly make a good psychoanalyst; so he preferred to look for young analysts among the writers, the lawyers, the mothers of families, those who had chosen human contact. But in their economic wisdom, the Psychoanalytic Institute of Vienna (and New York) overruled him.”

Paul Goodman book Growing Up Absurd

Source: Growing Up Absurd (1956), pp. 145-146.

“And finally after months of really a cold war [between his father and him] he made a very generous agreement with me that if I would get a Ph. D. so that I would be equipped to teach in a college as an economic insurance, he would give me fifty dollars a week for the rest of my life to do whatever I wanted to do on the assumption that with fifty dollars I could not starve but it would be no inducement to last. So with that agreed on Harvard then - it was actually the last year - Harvard still had the best philosophy school in the world. And since I had taken my degree at Stanford in philosophy, and since he didn't care what the Ph. D. was in, I went on to Harvard.”

Robert Motherwell (1915–1991) American artist

'Oral history interview with Robert Motherwell', 1971 Nov. 24 - 1974 May 1, Archives of American Art, Smithsonian Institution
after 1970

“[D]on’t cling to your self-righteous suffering, let it go…. Nothing is too good to be true, let yourself be forgiven. To the degree you insist that you must suffer, you insist on the suffering of others as well. (90)”

Stephen Levine (1937–2016) American poet and author

Source: A Year to Live: How to Live This Year as If It Were Your Last

Martin Luther King, Jr. photo

“All types of conniving methods are still being used to keep Negroes from becoming registered voters. Complex literacy tests are often given, with questions that a Ph. D. in any field or a person with a law degree from any great law university in the world could not answer to the even more difficult question of, how many bubbles do you find on a bar of soap? They tell me that occasionally they will ask that question in Mississippi and Alabama. And there are still millions of Negroes who are not registered to vote because of these methods being used.”

Martin Luther King, Jr. (1929–1968) American clergyman, activist, and leader in the American Civil Rights Movement

1960s, Address to Cornell College (1962)

“There would be cases where we would not want to accept an hypothesis even though the evidence gives a high d. c. [degree of confirmation] score, because we are fearful of the consequences of a wrong decision.”

C. West Churchman (1913–2004) American philosopher and systems scientist

Source: 1940s - 1950s, Theory of Experimental Inference (1948), p. 256; cited in Sharyn Clough (2003) Siblings Under the Skin: Feminism, Social Justice, and Analytic Philosophy. p. 284

John Wesley photo

“Every one, though born of God in an instant, yet undoubtedly grows by slow degrees.”

John Wesley (1703–1791) Christian theologian

Letter (27 June 1760), published in The Works of the Rev. John Wesley (1813) Vol. XVI, p. 109
As quoted in an 1856 edition of Works
General sources
Variant: Every one, though born of God in an instant, yea, and sanctified in an instant, yet undoubtedly grows by slow degrees.

Revilo P. Oliver photo

“Not long ago the head of what should be a strictly scientific department in one of the major universities commented on the odd (and ominous) phenomenon that persons who can claim to be scientists on the basis of the technical training that won them the degree of Ph. D. are now found certifying the authenticity of the painted rag that is called the "Turin Shroud" or adducing "scientific" arguments to support hoaxes about the "paranormal" or an antiquated religiosity. "You can hire a scientist [sic]," he said, "to prove anything." He did not adduce himself as proof of his generalization, but he did boast of his cleverness in confining his own research to areas in which the results would not perturb the Establishment or any vociferous gang of shyster-led fanatics. If such is indeed the status of science and scholarship in our darkling age, Send not to ask for whom the bell tolls.”

Revilo P. Oliver (1908–1994) American philologist

"The Price of the Head", Instauration magazine (March 1980)
1970s, 1980s

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