rank of lattice
121Hecke operator — In mathematics, in particular in the theory of modular forms, a Hecke operator, studied by Hecke (1937), is a certain kind of averaging operator that plays a significant role in the structure of vector spaces of modular forms and more… …
122E8 — may refer to:In mathematics: * The E₈ Lie group in mathematics * E₈ polytope in geometry * E₈ manifold, a mathematical object with no smooth structure or topological triangulation * E₈ latticeIn transport: * E8, the IATA code for Alpi Eagles… …
123List of terms relating to algorithms and data structures — The [http://www.nist.gov/dads/ NIST Dictionary of Algorithms and Data Structures] is a reference work maintained by the U.S. National Institute of Standards and Technology. It defines a large number of terms relating to algorithms and data… …
124Sperner family — In combinatorics, a Sperner family (or Sperner system), named in honor of Emanuel Sperner, is a set system (F, E) in which no element is contained in another. Formally, If X, Y are in F and X ≠ Y, then X is not contained in Y and Y is not… …
125Comstock Lode — Bonanza ore, Consolidated California and Virginia Mine, Comstock Lode The Comstock Lode was the first major U.S. discovery of silver ore, located under what is now Virginia City, Nevada, on the eastern slope of Mount Davidson, a peak in the… …
126Order (ring theory) — In mathematics, an order in the sense of ring theory is a subring of a ring R that satisfies the conditions R is a ring which is a finite dimensional algebra over the rational number field spans R over , so that …
127Raghunath Anant Mashelkar — Infobox Scientist name = Raghunath Anant Mashelkar box width = image width = 200px caption = World renowned scientist birth date = January 1, 1943 birth place = Mashel, Goa death date = death place = residence = Pune citizenship = nationality =… …
128Subgroup series — In mathematics, a subgroup series is a chain of subgroups: Subgroup series can simplify the study of a group to the study of simpler subgroups and their relations, and several subgroup series can be invariantly defined and are important… …
