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Together, the CKM and PMNS matrices describe all flavor transformations, but the links between the two are not yet clear.
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Second, the AIs-Deletions matrix describes all possible combinations of alternative inputs and deletions, and not only selected reference genes and target mutations.
The resulting inter-residue energetic interaction matrix describes all first-order interactions for the molecular structure analysed.
The following matrices describe operator-variable and precedence relations.
The selected matrices describe the composition and configuration of landscape patterns.
The matrices describe properties of spin systems on semi-infinite lattices.
Partial relationship matrices describe relationships according to genetic origin.
These matrices describe the relationships among genotyped individuals and can be constructed by using the information from genome-wide SNPs.
The nullity is relevant to the rank of symmetric matrices described by graphs.
For instance, the 32 × 32 matrices described in the preceding section will have 3969 discrete directions.
The algorithms are based on the factorization of transform matrices described earlier by Wang.
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