Sentence examples for table we know from inspiring English sources

When it comes to the heaviest elements in the periodic table, we know now that neutron star mergers are what generates the overwhelming majority of them: not supernovae.

From the table we know that the solutions of Shapley value, τ value, maximin core, and ECSM are close in the symmetric example.

From the table, we know that the exceeding rate of the BE data is very small and meets our need when the size of the BE data is 100 bytes.

But sources familiar with the Bangalore-based startup said "as of now, there's nothing on the table". We know a lot happens before such deals "actually get on the table" but this person tells me for now the report is, indeed, pure speculation.

Table 3 shows the calculation results of Nb-doped β quasi-equivalent cluster supercell systems; from the table, we know that binding energy of Nb atom substitutes for the position of Zr atom is the lowest; therefore, it is easier for Nb atom substitutes for the position of Zr atom.

While we may not have all always agreed with some of RAN's methods of getting companies to the table, we knew their ground breaking and comprehensive agreement with The Walt Disney Company was exactly the creative collaboration that we wanted as a model.

From these tables we know that the second-order accuracy in the (L^{2}) and (L^{2}(L^{2})) norms and the first-order accuracy in the (H^{1}) and (L^{2}(H^{1})) norms with respect to space and the third-order accuracy in the (L^{2}), (H^{1}), (L^{2}(L^{2})), and (L^{2}(H^{1})) norms with respect to time are also derived, which further verify the efficiency and feasibility of the STCFE method.

When we spotted the banyan tree and the words "bún cá" (note: not chả) written on the wall behind a set of mini tables, we knew we were in the right place.

Comparing Table 2 with Table 1, we know that the slight difference is each value in Table 2 is the half of the corresponding value in Table 1.

It is easy to see that, for any X i and Y k, we can get D(X i, Y k ) from D K (X i ) as follows: D(X i, Y k ) is the set of individuals whose corresponding entries in D K (X i ) contain Y k as an element, i.e. (1) For example, using the example dataset in Table 1, from Table 6, we know that D X3, Y4 ={ S10, S13, S19}.

2019 is the International Year of the Periodic Table of Chemical Elements, marking 150 years since Dmitri Mendeleev ordered the elements into a table as we know it today.