Sentence examples for corresponding strings from inspiring English sources

Each note has two or three corresponding strings that are struck by a wooden hammer covered in felt when the note is played.

But some musicians have mixed it up, picking and strumming with the left hand but without changing the corresponding strings around – among them Bobby Womack, surf-style pioneer Dick Dale and blues hero Albert King.

They experimented with the notes sounded by strings of various lengths, and one of their great discoveries was that two notes sound pleasing together, or harmonious, if the lengths of the corresponding strings are in simple numerical ratios such as 2 1 or 3 2.

Here is an example of something people would have said outright was insane: taking strings of English words and corresponding strings of French words that are their translations and, with enough such pairs, you could train a great big neural network so that if you gave it a new English sentence it could translate it into reasonable quality French.

Let α and β be their respective loci, and let y = w and z = w be the corresponding strings (cf. Figure 6).

They are used to adjust the tension (which changes the pitch) on the four corresponding strings.

Thus the string-type dynamic absorber can be used to suppress the excessive vibrations of corresponding string systems.

Here we first describe two linear-time algorithms that, given a valid Lyndon array λ, compute a corresponding string — one for an alphabet of size n, the other for a smaller alphabet.

Each curve is taken and converted into a corresponding string denoted as C' and P', respectively.

First, they converted binary data into base-three, reverying every byte – a string of 8 zeroes and ones – with a corresponding string of 5 zeroes, ones and twos.

The departure times and the related a priori utilities of the TOs are given in Table 6; the corresponding string diagram is depicted in Fig. 7.