Приклади вживання Multiplications Англійська мовою та їх переклад на Українською
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Make 10 multiplications and prove youre the best.
Usual additions, subtractions, multiplications and divisions.
Multiplications with fractions Your Kids will learn the basics of math with fun.
But unlike matrices and complex numbers two multiplications are needed:.
Requires n multiplications and n 1 additions.
It could make 5,000 additions and 300 multiplications per second.
We did the multiplications, we did the two multiplications before we added the two numbers.
It could perform 5000 additions or 350 multiplications in one second.
The activation functions of the network nodesare Kolmogorov-Gabor polynomials that permit additions and multiplications.
Savants can instantly calculate multiplications of 3-digit numbers or name the day of the week of May 5, 3017.
These are based on the fact that the eight recursive matrix multiplications in.
The number of additions and multiplications required in the Strassen algorithm can be calculated as follows: let f(n) be the number of operations for a 2n× 2n matrix.
Simplex noise has a lower computational complexity and requires fewer multiplications.
It is based on a way ofmultiplying two 2×2-matrices which requires only 7 multiplications(instead of the usual 8), at the expense of several additional addition and subtraction operations.
But lucky for us:there is a mathematical operator that is essentially repeated multiplications.
Help her to do all the multiplications and click on the cupcakes that appear at the bottom of the game to get the correct result and give the clients what they ask for. Good luck.
The average calculation speed was 1000 additions or100 multiplications per minute.
The advantages of simplex noise over Perlin noise:Simplex noise has a lower computational complexity and requires fewer multiplications.
The CPU was also considerably faster than the UNIVAC's,which could almost perform 2,200 multiplications per second, compared to 455 for the UNIVAC.
The node activation functionsare Kolmogorov-Gabor polynomials that permit additions and multiplications.
The optical chip then breaks down the full multiplication problem into many smaller multiplications, each handled by a single“cell” of the chip.
The node activation functionsare Kolmogorov-Gabor polynomials that permit additions and multiplications.
The standard matrix multiplication takes approximately 2N3(where N= 2n) arithmetic operations(additions and multiplications); the asymptotic complexity is Θ(N3).
Because participants did not have enough time to calculate the full answer,they had to make an estimate after their first few multiplications.
It was 1,000 times faster than Mark 1,and it could do 5,000 additions per second and 300 multiplications per second.
Can be performed independently of each other,as can the four summations(although the algorithm needs to"join" the multiplications before doing the summations).
This notion of derivative is in fact a generalization of the ordinary derivative of functions R-gt; R,since the linear maps from R to R are just multiplications with real numbers.
For each position of the moon, the operations required for calculating and checking resultstotaled 11,000 additions and subtractions, 9,000 multiplications, and 2,000 table look-ups.
Inspired, the MIT team hooked up Harris's photonic chip to a regular computer,allowing a deep-learning program to offload its matrix multiplications to the optical hardware.