Indeed, for simplicity of notation we develop the details of the proof for n = 3 and with ( x 1, x 2, x 3 ) = ( a, b, c ).
The notation we use is their notation.
In the following, we develop a systematic method for expressing measured isotopomer variables using fluxomer notation.
To provide measures (descriptors) for quantifying structural information of a graph meaningfully, we develop the notation of the 'information polynomial' of a graph.
We computed two types of ICCs using the notation developed by Shrout and Fleiss [ 22]: ICC(2,1) was computed for each analyte using all 5 measurement occasions to estimate the temporal reliability of the analyte; ICC 2,k) was computed between batches to estimate the contribution of between-batch variance to the temporal reliability estimate.
Whitehead and Russell rejected the algebra of logic approach, with its predominantly equational formulations and algebraic symbolism, in favor of an approach strongly inspired by the axiomatic system of Frege, and using the notation developed by Giuseppe Peano, namely to use logical connectives, relation symbols and quantifiers.
Some of the notation which was developed in the C ∗ -algebra context is also used in the Leavitt path algebra world, e.g., the use of the "CK" labels to denote the two key relations.
We developed the Summary Notation for Arthroplasty Histories (SNAH) to facilitate the description and analysis of joint replacement event history data.
In order to enable functional multi-state modeling and to provide a shorthand method of recording and communicating patient-level arthroplasty histories, we developed the Summary Notation for Arthroplasty Histories (SNAH), which will be presented in this paper.
In particular, we developed a notation to differentiate the preference of deletion over insertion: ratio of deletion to insertion or RDI when we investigated strength variations around an optimum: 87 nt (Figure 2A C).
