mathematics, the Ravenel conjectures are a set of mathematical conjectures in the field of stable homotopy theory posed by Douglas Ravenel at the end of...

Ravenel may refer to: Ravenel, Oise, a place in France Ravenel, South Carolina, United States Ravenel conjectures Ravenel (surname) This disambiguation...

Jeff Smith (published in 1988). The rest of the Ravenel conjectures (except for the telescope conjecture) were proven by Hopkins and Smith soon after (published...

Douglas Ravenel" (PDF). Bulletin of the American Mathematical Society. New Series. 31 (2): 243–246. doi:10.1090/s0273-0979-1994-00527-0. Douglas Ravenel's homepage...

it has been conjectured that wild knots always have infinitely many quadrisecants. Telescope conjecture: the last of Ravenel's conjectures in stable homotopy...

using chromatic homotopy theory. Elliptic cohomology Redshift conjecture Ravenel conjectures Moduli stack of formal group laws Chromatic spectral sequence...

Postnikov system Steenrod algebra Spectrum (topology) Adams resolution Ravenel's conjectures Adams, J. Frank (1958), "On the structure and applications of the...

telescope conjecture for all heights greater than 1 and for all primes. This was the last outstanding conjecture among Ravenel's conjectures. The disproof...

are nilpotent. This is a special case of the nilpotence theorem. Ravenel's conjectures Lurie, Jacob (April 27, 2010). "The Nilpotence Theorem (Lecture...

2^{k}-2} , and those of Michael A. Hill, Michael J. Hopkins, and Douglas C. Ravenel (2016), who showed that there were no such manifolds for k ≥ 8 {\displaystyle...

Michael J. Hopkins, and Jeffrey H. Smith's proof of Douglas Ravenel's nilpotence conjecture), it is natural to think of these cohomology theories as the...

Elliptic cohomology, invented in its original form by Landweber, Stong and Ravenel in the late 1980s, was introduced to clarify certain issues with elliptic...

233; Smith, AH (1928–1936b) pp. 176, 188; Hervey (1907) pp. 224–359; Ravenel (1906) pp. 8, 10, 55–174; Arnold (1892) pp. 137–250. Pinner (2015) p. 81;...

true but conjectured that a variant of the result might be true, the variant now known as the Simpson conjecture. Telescope conjecture. Ravenel announced...

objects are less well established. There are new conjectures parallel to the Monstrous moonshine conjectures for these super-objects, involving different...

connected. Ann. of Math. (2) 160 (2004), no. 2, 573–615. The Calabi-Yau conjectures for embedded surfaces. Ann. of Math. (2) 167 (2008), no. 1, 211–243....

In string theory, K-theory classification refers to a conjectured application of K-theory (in abstract algebra and algebraic topology) to superstrings...

and CEO, Crow Holdings, the Trammell Crow family's investment company Ravenel B. Curry III, president, Eagle Capital Management Dick DeVos, president...

of different origins have been proved or conjectured. For example, the homological mirror symmetry conjecture predicts that the derived category of a Calabi–Yau...

dimension n = 2 j − 2 {\displaystyle n=2^{j}-2} , and Hill, Hopkins & Ravenel (2016), which proved that there were no such manifolds for dimension 254...

Sabres). Johnny Powers, 84, American rockabilly singer and guitarist. Arthur Ravenel Jr., 95, American politician, member of the South Carolina House of Representatives...

(1974), p. 279. Adams (1974), p. 280. Mosher & Tangora (2008), p. 47. Ravenel (1986), pp. 63–67. Malkiewich, Cary, The Steenrod Algebra (PDF), archived...