Let A: D → E, {x n } ⊂ D bounded, {x n -Ax n } strongly convergent.
Sensitivity to face identity was determined by A z, which is a monotonic transformation of d' bounded between 0 and 1.
The CRLB is well-studied for one-dimensional (1-D) angle estimation, and 1-D bounds have been derived under various assumptions about the source signals, e.g., the Conditional Model Assumption (CMA) [2, 3] and the Unconditional Model Assumption (UMA) [4, 5].
As important applications of the lemma, 2-D bounded realness and positive realness will be investigated.
The subscript "d,1" indicates this is a deterministic, 1-D bound.
By inspection, this term is equal to the 1-D bound J1,d(1) except for the scale factor 2L-1.
In the present study, the specific interaction between hTFIIEα AC-D and hTFIIH p62 PH-D was explored, and structures of both the free and PH-D-bound forms of hTFIIEα AC-D were determined.
To obtain the p62 PH-D-bound structure of hTFIIEα AC-D using NMR, we performed NMR titration experiments in buffers both with and without 100 mM NaCl for both domains (Supplementary Figures 1 3).
From this it is clear that, although the fraction of mitochondrially accumulated mtCsA1 and mtCsA2 actually bound to CyP-D was relatively small (3 and 1.5% respectively at the I50) a far greater proportion of mtCsA3 (>50%) was CyP-D-bound.
Looking at both bound Ds (D ) and bound Ft (E ) shows Ds is preferentially localised distally and Ft proximally.
It then follows that the dual optimum D upper bounds the primal optimum P, D ≥ P, (35).
