In mathematics, Kruskal's tree theorem states that the set of finite trees over a well-quasi-ordered set of labels is itself well-quasi-ordered under homeomorphic...

database is still widely used. Kruskal's algorithm (1956) Kruskal's tree theorem (1960) Kruskal–Katona theorem (1963) Kruskal rank or k-rank (1977), closely...

for trees is implied by Kruskal's tree theorem, which was conjectured in 1937 by Andrew Vázsonyi and proved in 1960 independently by Joseph Kruskal and...

Paris–Harrington principle, is also undecidable in Peano arithmetic. Kruskal's tree theorem, which has applications in computer science, is also undecidable...

advanced mathematical concepts such as Fermat's Last Theorem, the Riemann hypothesis and Kruskal's tree theorem. The videos are produced by Brady Haran, a former...

and rapid convergence. Kruskal's tree theorem states that, in every infinite set of finite trees, there exists a pair of trees one of which is homeomorphically...

were Joseph Kruskal (1928–2010; discoverer of multidimensional scaling, the Kruskal tree theorem, and Kruskal's algorithm) and William Kruskal (1919–2005;...

t ) {\displaystyle f(s)=f(t)} . Paris–Harrington theorem Goodstein's theorem Kruskal's tree theorem Kanamori, Akihiro; McAloon, Kenneth (1987), "On Gödel...

Kronecker–Weber theorem (number theory) Krull's principal ideal theorem (commutative algebra) Krull–Schmidt theorem (group theory) Kruskal's tree theorem (order...

arithmetic Fast-growing hierarchy Paris–Harrington theorem Kanamori–McAloon theorem Kruskal's tree theorem Kirby & Paris 1982. Rathjen 2014, lemma 2.2. Goodstein...