Pollock's conjectures are closely related conjectures in additive number theory. They were first stated in 1850 by Sir Frederick Pollock, better known...

u, and v such that a = s2 + t2 + u2 + v2 and b = s + t + u + v. Pollock's conjectures Waring's problem Heath (1910). Bell, Eric Temple (1956), "Gauss...

number of related conjectures that are generalizations of the original conjecture. Sato–Tate conjecture: also a number of related conjectures that are generalizations...

the shortest representation of a given number as a sum of powers Pollock's conjectures Sums of three cubes, discusses what numbers are the sum of three...

Sir Frederick Pollock conjectured that every natural number is the sum of at most eleven centered nonagonal numbers. Pollock's conjecture was confirmed...

reacted to Pollock's claim that Sanskrit is dead. Jürgen Hanneder states that Pollock's argumentation is "often arbitrary". Hanneder states "Pollock has overinterpreted...

Frederick Pollock conjectured that every positive integer is the sum of at most 5 tetrahedral numbers: see Pollock tetrahedral numbers conjecture. The only...

the Royal Society, including one on what is now known as the Pollock's conjecture. Pollock died in August 1870, aged 86, and was succeeded in the baronetcy...

Frederick Pollock conjectured in 1850 that every positive integer is the sum of at most 7 octahedral numbers. This statement, the Pollock octahedral...

centered nonagonal numbers. Kureš, Miroslav (2023-10-27). "A Proof of Pollock's Conjecture on Centered Nonagonal Numbers". The Mathematical Intelligencer. 46...

Truncated Triangular Pyramid number is part of the special Pollock tetrahedral numbers conjecture series (sequence A000797 in the OEIS) which includes numbers...

by the Stanford critic Franco Moretti in a pair of articles offering "Conjectures on World Literature". Moretti believes that the scale of world literature...

best known for his international bestsellers Uncle Petros and Goldbach's Conjecture (2000) and Logicomix (2009). Doxiadis was born in Australia, where his...

Jackson Pollock's radical approach to painting revolutionized the potential for all contemporary art that followed him. To some extent, Pollock realized...

OED s.v. 'stockfish': "the reason for the designation is variously conjectured" Figenschow, Stefan (2022), Maraschi, Andrea; Gyönki, Viktória (eds.)...

Professor of History at the University of York 2 November 2006 The Poincaré conjecture June Barrow-Green, Lecturer in the History of Mathematics at the Open...

of the mathematical technique likely influenced Jackson Pollock's drip painting style. Pollock's paintings have a definite fractal dimension of controlled...

1765, "The reason of [this] appellation Sir Edward Coke offers many conjectures; but there is one which seems more probable than any that he has given...

194.403. JSTOR 2250841. Popper, Karl R. (1962). "What is dialectic?". Conjectures and Refutations: The Growth of Scientific Knowledge. New York: Basic...

duration, spanning nearly three millennia from about 6500 to 3800 B.C". Pollock, Susan (1999). Ancient Mesopotamia: The Eden that Never Was. New York:...

Aristotle, Prior Analytics 70a4-7. Franklin, James (2001). The Science of Conjecture: Evidence and Probability Before Pascal. Baltimore: Johns Hopkins University...

Things-in-Themselves" (1878) Regarding Clifford's concept, Sir Frederick Pollock wrote: Briefly put, the conception is that mind is the one ultimate reality;...

breaking of his father's sword—"[fulfills] a snickering spectrum of Oedipal conjecture" and asserts Homer's view that "the sword does not make the hero, but...

over the p, developing into a close equivalent to the "$" mark. Oliver Pollock, a wealthy Irish trader and early supporter of the American Revolution...

American Life and History: 62. JSTOR 44246641. Bonnet, Charles (1792). Conjectures Considering the Nature of Future Happiness. London: G. Paramore. Bowen...

was the most like a jackall of any animal he knew. The most probable conjecture is, that it is of a new species. Be this as it may, we are now certain...

exchanges without necessarily involving migration of peoples or colonisation. Pollock's 2006 book The Language of the Gods in the World of Men makes a case for...

Museum (1983–1995). Mikio Sato, 94, Japanese mathematician (Sato–Tate conjecture, Bernstein–Sato polynomial). Tim Schadla-Hall, 75, British archaeologist...

Truth and Method (1960) The Structure of Scientific Revolutions (1962) Conjectures and Refutations (1963) One-Dimensional Man (1964) Knowledge and Human...

efforts to reduce global warming as being "based on exaggerations and conjecture rather than science". He has stated that "even though the leading scientific...