A maximal unique match or MUM, for short, is part of a key step in the multiple sequence alignment of genomes in computational biology. Identification...

of quantifying the utility of a given pairwise alignment is the 'maximal unique match' (MUM), or the longest subsequence that occurs in both query sequences...

episode M-U-M (Magic-Unity-Might) magazine Multifocal plane microscopy Maximal unique match Monash University, Malaysia campus Maharishi University of Management...

the essential uniqueness of the inner product. A maximal compact subgroup is a maximal subgroup amongst compact subgroups – a maximal (compact subgroup)...

here, there is no requirement that a maximal subgroup be proper, so if S is in fact a group then its unique maximal subgroup (as a semigroup) is S itself...

top-ranks maximal lotteries has been uniquely characterized using Arrow's independence of irrelevant alternatives and Pareto efficiency. Maximal lotteries...

determine how a genome has changed. The acronym "MUMmer" comes from "Maximal Unique Matches", or MUMs. The original algorithms in the MUMMER software package...

prime knots is essentially unique. A maximal compact subgroup of a semisimple Lie group may not be unique, but is unique up to conjugation. An object...

In mathematics, the Hardy–Littlewood maximal operator M is a significant non-linear operator used in real analysis and harmonic analysis. The operator...

found first and allow the search to terminate, absolutely if the current maximal matching sequence length is met, or judiciously, if a sufficient length...

is a chief series: a composition series is a maximal subnormal series, while a chief series is a maximal normal series. If a group G has a normal subgroup...

Hadamard's maximal determinant problem, named after Jacques Hadamard, asks for the largest determinant of a matrix with elements equal to 1 or −1. The...

In mathematics, the longest element of a Coxeter group is the unique element of maximal length in a finite Coxeter group with respect to the chosen generating...

may equivalently be defined as the planar 3-trees, the maximal planar chordal graphs, the uniquely 4-colorable planar graphs, and the graphs of stacked...

sets. An intersecting family of r {\displaystyle r} -element sets may be maximal, in that no further set can be added (even by extending the ground set)...

{\displaystyle \mathbb {C} } ), a Cartan subalgebra is the same thing as a maximal abelian subalgebra consisting of elements x such that the adjoint endomorphism...

chordal graphs respectively. Every maximal planar graph on more than 3 vertices is at least 3-connected. If a maximal planar graph has v vertices with v...

of precision, one might just call a maximal Ck−atlas on a given set a Ck−manifold. This maximal atlas then uniquely determines both the topology and the...

the aliquot sum of both 454 and 52441. part of the 41-aliquot tree. the maximal number of pieces that can be obtained by cutting an annulus with 20 cuts...

element of K {\displaystyle K} belongs to a maximal torus and that all maximal tori are conjugate. The maximal torus in a compact group plays a role analogous...

is also the unit ideal, equal to the whole ring. This ideal is neither maximal nor prime. The zero ring is generally excluded from fields, while occasionally...

number of different monomials of degree d in n variables (that is the maximal number of nonzero terms in a homogeneous polynomial of degree d in n variables)...

all unital rings, maximal ideals are prime. In principal ideal domains a near converse holds: every nonzero prime ideal is maximal. All principal ideal...

{\textstyle P} is a certain subset of P , {\displaystyle P,} namely a maximal filter on P ; {\displaystyle P;} that is, a proper filter on P {\textstyle...

into the distribution; second, many physical systems tend to move towards maximal entropy configurations over time. If X {\displaystyle X} is a continuous...

a polynomial ring over a field k and 𝔞 = (x1, ..., xn) the (unique) homogeneous maximal ideal. Then R ^ = k [ [ x 1 , … , x n ] ] {\displaystyle {\hat...

{\displaystyle q} can be simulated by p {\displaystyle p} . Similarity is thus the maximal symmetric subset of the simulation preorder, which means it is reflexive...

R} is a local ring and m {\displaystyle {\mathfrak {m}}} is then its unique maximal ideal. In abstract algebra, the splitting field of a polynomial is constructed...

that goes through vertex X, only contains edges colored c or d, and is maximal. (We cannot add any other edge with color c or d to the path.) If neither...

Bouissons. April 1, 2014. Retrieved January 10, 2016. "Maximal Vanilla Zero Zucker" [Maximal Vanilla Zero Sugar]. pepsi.de (in German). Archived from...