The phrase "strictly unique" is correct and usable in written English.
You can use it to refer to something that is known to be quite singular and different from anything else, as in the following example sentence: "The design of this necklace is strictly unique; you won't find anything like it anywhere else."
Note that the identifiability of the channel matrices Hsr, Hrr, and Hrd from the unstructured channel tensor will ensure that the compound channel H c = H rd H rr H sr ∈ C N d × N s is strictly unique.
Note that an identifier may not be strictly unique in the sense that the same substance may be, on a case-by-case basis, denoted by several distinct synonymical labels (provided that the lists of synonyms for different substances do not overlap).
Since these ambiguities compensate each other, the compound channel is strictly unique and we have H ̂ c = H ̂ rd H ̂ rr H ̂ sr = H rd H rr H sr = H c. The TALS algorithm is an iterative estimation method that alternates among the LS estimations of the channel matrices Hsr, Hrr, and Hrd by fitting a PARATUCK2 model from the noisy matrices H ~ [i] = H [i] + V [i], i=1,2,3.
Entrees, appetizers, desserts and sides that are strictly unique to that state.
To address the lack of a non-proprietary, strictly-unique standard chemical identifier, the InChI project was initiated in 2000 by two authorities well-known for establishing standards, IUPAC and NIST.
Three (putative) TAS (HEPN-MNT, HicA-HicB and ArsR-COG3832) occur strictly as unique pairs and are never involved in other TA combinations (except for several protein domain fusions discussed above).
Lemma 5.1 If each hull equation of system (1.2) has a unique strictly positive solution, then system (1.2) has a unique strictly positive almost periodic solution.
If each of the hull equations of system (2.1) has a unique strictly positive solution, then system (2.1) has a unique strictly positive almost periodic solution.
If each hull equation of system (1.1) has a unique strictly positive solution, then the almost periodic difference system (1.1) has a unique strictly positive almost periodic solution.
By Lemma 5.1, system (1.2) has a unique strictly positive almost periodic solution.
end{aligned} (1.3)has a unique strictly plurisubharmonic solution (uin C^infty (D)).
