sequence spaces in a sentence

• This set is dense in many sequence spaces.
• Then the RosettaDesign software was used to find optimal sequences in the selected sequence space.
• Note that and equal the identity operator on the sequence space, and denote the-fold composition.
• The sequence space has one dimension per amino acid or nucleotide in the sequence leading to highly dimensional spaces.
• A fitness landscape is simply a sequence space with an extra vertical axis of fitness added for each sequence.
• The more overlap between different activities in sequence space, the more cryptic variation for promiscuous activity will be.
• This sequence space is regarded as a superset of the reals by identifying each real with the corresponding constant sequence.
• Most sequences in sequence space have no function, leaving relatively small regions that are populated by naturally occurring genes.
• One can compare this with the fact that the sequence space " l "  " is not separable.
• There exists only one topology to turn a sequence space into a Fr閏het space, namely the topology of pointwise convergence.
• It's difficult to see sequence spaces in a sentence .
• The degree of interpenetration of the two networks will determine how common cryptic variation for the promiscuous activity is in sequence space.
• Finally, CRISPRi possesses a much larger targetable sequence space; promoters and, in theory, introns can also be targeted.
• A similarity measure in sequence space between a segment ( p ) and a cluster of segments ( q ) is defined as:
• To trace the evolution of sequences, Trifonov and Zakharia Frenkel introduced a concept of protein sequence space based on the protein modules.
• The degree of interpenetration of two activities in sequence space will determine how easy it is to evolve from one activity to another.
• Then, the sequence spaced was selected based on evolutionary information, solubility, similarity with the wild-type, and other considerations.
• The two-sided ideals of bounded operators on an infinite dimensional separable Hilbert space and the Calkin sequence spaces are in bijective correspondence.
• Evolution can be visualised as the process of sampling nearby sequences in sequence space and moving to any with improved fitness over the current one.
• The density of functional proteins in sequence space, and the proximity of different functions to one another is a key determinant in understanding evolvability.
• The most important cases are sequences of real or complex numbers, and these spaces, together with linear subspaces, are known as sequence spaces.