Sentence examples for 1 jin from inspiring English sources

Robot Design, Assembly, and Development: Version 1: Jin Joo Lee SM '11, PhD '17, Luke Plummer '14, Kristopher dos Santos '10, SM '12, Sigurður örn Aðalgeirsson, Cooper Perkins Inc., IFRobots Inc., Stacey Dyer, Fardad Faridi.

1 Jin et al. (2014) note that if the similarity model satisfies triangle inequality, the distance function 1−s also does.

The positively selected 615 position in the second HIN domain could be mapped onto the crystal structure and was found to be located at the DNA-binding interface formed by the four IFI16 monomers (fig. 1) (Jin et al. 2012).

Translation of transcripts from the P1 promoter is eight-fold less efficient than translation of the P2 promoter transcripts (Landers et al, 1997), probably due to the presence of two short upstream open reading frames located in exon 1 (Jin et al, 2003).

HTLV-1 Tax expression abolishes cellular mitotic checkpoints by directly targeting and prematurely activating the anaphase-promoting complex (Liu et al, 2005), as well as suppressing the spindle assembly checkpoint protein Mad 1 (Jin et al, 1998) resulting in highly aneuploid ATL cells.

Three of them are located in the PYD domain; by comparison with the crystal structure of the homologous AIM2 domain (Jin et al. 2013), these residues are predicted to be located in the α1 (2G) and α6 (92P) helices and in the short loop connecting the α2 to the α3 helix (37L) (fig. 1) (Jin et al. 2013).

If villagers can sell the cocoons at $240 or more per 100 jin (110 pounds), then the month of work is worthwhile, Mr. Wang said.

In 1211 the Mongols invaded Jin under the leadership of the great Genghis Khan, and by 1234 Jin had succumbed to the combined pressure of the Mongols and the Song Chinese.

On the closed sector (overline{T}_{j}^{1}), (jin E), we consider the carrier function (Q_{j}(r_{j},theta_{j})) in the form given in [12], which satisfies the boundary conditions (2) on (gamma_{j-1}capoverline{T}_{j}^{1}) and (gamma_{j}capoverline{ T}_{j}^{1}), (jin E).

Hence, (operatorname{conv}{h v): vinsigma_{j}} subsetxi(p^{i_{j}})+B_{varepsilon/2}) and (y_{i}leqdeltaleq varepsilon/2) for (yinoperatorname{conv}{h v): vinsigma_{j}} ), (iin [n-1]), (jin A).

When (mathbb{T}=mathbb{R}), (I_{ij}equiv0), (iinLambda_{1}), (jin Lambda_{2}), B and (A t)) are not zero matrices, Li et al. in [7] researched the existence and multiplicity of solutions for (1) by variational methods and some critical point theorems.