[permalink] [id link]
#( Riemann hypothesis ) | α < sub > i, j </ sub >| = q < sup > i / 2 </ sup > for all and all j.
from
Wikipedia
Some Related Sentences
#( and <
#( Functional equation and Poincaré duality ) The zeta function satisfies < dl >< dd ></ dl > or equivalently < dl >< dd ></ dl > where E is the Euler characteristic of X.
#( Betti numbers ) If X is a ( good ) " reduction mod p " of a non-singular projective variety Y defined over a number field embedded in the field of complex numbers, then the degree of P < sub > i </ sub > is the i < sup > th </ sup > Betti number of the space of complex points of Y.
#( and >
#( and =
#( and /
#( collects My Greatest Adventure / Doom Patrol # 80-89, from 1963 – 1964, 222 pages, 2002, ISBN 1-4012-0150-4 )
#( collects My Greatest Adventure / Doom Patrol # 80-101, from 1963 – 1966, 520 pages, 2009, ISBN 1-4012-2182-3 )
#( and 2
#( and for
#( Senior ) Project Manager: Has overall responsibility for design, implementation, and management of research projects.
#( Coro ): " Ach Gott, wie manches Herzeleid " for choir, oboe d ' amore I / II and trombone col Basso, violin I / II, viola, and continuo.
#( and .
#( Crypto -) CatharAccording to this thesis, troubadour poetry is a reflection of Cathar religious doctrine.
#( Affine axiom of parallelism ) Given a point A and a line r, not through A, there is at most one line through A which does not meet r.
The diagonal lemma also requires that there be a systematic way of assigning to every formula θ a natural number #( θ ) called its Gödel number.
#( the cycle property of minimum spanning trees ): For any cycle C in the graph, if the weight of an edge e of C is larger than the weights of other edges of C, then this edge cannot belong to a MST.
#( a property of Delaunay triangulations ): If there is a circle with two of the input points on its boundary which contains no other input points, the line between those two points is an edge of every Delaunay triangulation.
#( TR 3 ) Given a map between two morphisms, there is a morphism between their mapping cones ( which exist by axiom ( TR 1 )), that makes everything commute.
0.521 seconds.