Sentence examples for that could correctly from inspiring English sources
But one would have to travel far and wide to find a partnership that could correctly value the doubleton club queen in the South hand.
Let Φ ⊂ Λ be a set containing the indexes of the relays that could correctly decode both the messages transmitted by T p and T s.
These considerations have led to the development of a quantum-corrected model that could correctly reproduce the fully quantum mechanical calculations [118].
This is an 80percentt improvement from the 2014 Food-101 study in which Swiss researchers created an algorithm that could correctly identify a meal's ingredients from an image 50.76 percent of the time.
In the case of "Go," a board game that's more complex than chess, the DeepMind system processed and analyzed 30 million moves that had been played by experts in the past, allowing it to build a predictive model that could correctly anticipate the decisions a human player would make 57percentt of the time.
This low proportion was attributable to lower proportions of health workers that could correctly state optimal timing (27.9%) and routine prenatal activities (39.9%).
This opposition may partly explain why Islamic poetry and fine arts took refuge in a kind of unreal world, using fixed images that could be correctly interpreted only by those who were knowledgeable in the art.
2.29pm BST More World Cup snidery - Uruguay take on El Diego Facebook Twitter Pinterest 2.27pm BST "The news from the England camp is that there is no news from the England camp, reflecting the general paucity of news from the England camp that could be correctly defined as news from the England camp".
We also observed that variants that could be correctly identified were associated with lower GC-content probes as compared to those that were missed (Additional file 1).
In this way, one alternative against tick burdens could be the use of resistant animals that could be correctly identified in the production systems with the aid of molecular tools.
If | Q L D − Q T true | = 0, then we say that dataset D can be correctly recovered by algorithm A. Given a probability value p, we applied each algorithm to the corresponding 700 datasets, and calculated the total number of datasets that could be correctly recovered, referred to as c.
