Sentence examples for left n from inspiring English sources
I_{text{offset}} left( n right) = R_{{{text{FT}} - {text{IR}}left( {text{fit}} right)}} left( n right) times I_{{{text{NIRS3}}left( {text{infragold}} right)}} left( n right) - I_{{{text{NIRS}}3left( {text{meteorite}} right)}} left( n right) (4).
Of the remaining subjects, either the right (n = 6) or the left (n = 6) ovarian vein could not be visualized.
We also denote the demand for electricity from all customers on day (n in aleph) as (Dleft( n right) = left[ {d_{1} left( n right),d_{2} left( n right), ldots,d_{h} left( n right), ldots,d_{H} left( n right)} right]) where (d_{h} left( n right)) is the load demand from customers at hour (h in {mathcal{H}}) on day (n).
c FT-IR, NIRS3, and corrected NIRS3 spectra of Murchison sample Rleft( n right) = frac{{R_{{{text{FT-IR}}left( {text{Allende}} right)}} left( n right)}}{{R_{{{text{NIRS}}3left( {text{Allende}} right)}} left( n right)}} times R_{{{text{NIRS}}3}} left( n right) = Sleft( n right) cdot R_{{{text{NIRS}}3}} left( n right) (5).
respectively, where (left (N atop kright)) is called the Binomial coefficient.
Hence, (left( n,sright) =left( w-widetilde{P},w-widetilde{P}-ell right) ).
Conversely, one can determine the absolute value inequality as: left| {mathop {sum }limits_{i = 1}^{M} left( {N times W_{i} } right) - mathop {sum }limits_{i = 1}^{M} left( {N times W_{i} } right)} right| le mathop {sum} limits_{i = 1}^{M} left| {N times W_{i} - left[ {N times W_{i} } right]} right| (16).
A Voronoi polygon is, traditionally, constructed as follows {V}_{left({n}_iright)}=left{y|dleft({n}_i,yright)le d left({n}_j,yright);ine jright} (33).
This can also be demonstrated as P = left( {n + frac{2R}{D}N} right)S.
