स्क्वेरिंग इसके अंग्रेजी अर्थ का उदाहरण

The two have three spectacular battles together before squaring off against a formidable enemy atop a nuclear reactor.

It is therefore also a quadratic residue modulo p, as are all the other x_i values obtained from it by squaring.

However, as the RSA decryption exponent is randomly distributed, modular exponentiation may require a comparable number of squarings/multiplications to BG decryption for a ciphertext of the same length.

However, the Italians set to work and by great industry and thrift succeeded in clearing some of the land and making it productive…[…]…Besides, working on their own properties the settlers were engaged in the sugar industry, in timber squaring, grass seed gathering, and other miscellaneous work".

Moreover Squarcione filtered the Tuscan novelties brought to Padua by Donatello, consisting in the use of linear perspective, in the strong and squaring lines of the forms and in the ability to give human expressiveness to the figures.

Bellori besought artists to go deep into a subject just as they examined the squaring of the circle and explored anatomy below the skin of the nudes they depicted, as depicted in Carlo Maratta's Tanto che basti (1682).

The expression 3^{(F_n-1)/2} can be evaluated modulo F_n by repeated squaring.

By repeated squaring, we find that 2^{2^n}\equiv1\pmod3, thus F_n\equiv2\pmod3, and \left(\frac{F_n}3\right)-1.

This squaring of the error at each iteration step the so-called quadratic convergence of Newton–Raphson's method has the effect that the number of correct digits in the result roughly doubles for every iteration, a property that becomes extremely valuable when the numbers involved have many digits (e.

The fictional tale has him and real-life outlaws Sam Bass, John Wesley Hardin, Butch Cassidy and The Sundance Kid forming a gang, then squaring off against two convicts recruited by John B.

In 1999, the Nigeria Football League was played in a new format which saw the top four teams squaring up in a knock out Super League at the National Stadium, Surulere.

He is known for using the quadratrix to solve the problem of squaring the circle.

Dinostratus' chief contribution to mathematics was his solution to the problem of squaring the circle.