The phrase "arithmetic functions" is correct and usable in written English.
It can be used in mathematical or computational contexts to refer to functions that perform arithmetic operations.
Example: "In number theory, arithmetic functions such as the divisor function and the Euler totient function play a crucial role in understanding the properties of integers."
Alternatives: "numerical functions" or "mathematical functions".
The aim of this article is to prove some arithmetical identities involving certain arithmetic functions and convolution sums of restricted divisor functions.
So I flipped to the chapter on arithmetic functions to let it stretch its logs.
For example, different processors may be used to manage memory storage, data communications, or arithmetic functions.
This trend is represented today by the microprocessor, a miniature multicircuited device capable of performing all the logic and arithmetic functions of a large digital computer.
All input data are transferred via the main memory to the arithmetic-logic unit for processing, which involves the four basic arithmetic functions (i.e., addition, subtraction, multiplication, and division) and certain logic operations such as the comparing of data and the selection of the desired problem-solving procedure or a viable alternative based on predetermined decision criteria.
During the year there were notable impacts in other areas of the biological sciences as well, including synthetic biology, where researchers successfully programmed individual mammalian cells to carry out basic molecular arithmetic functions, marking a milestone in the synthesis of operational biological systems.
Hence, to determine the arithmetic function for each functional block, the average supply current of the processor core is measured in relation with the variation of the affecting parameter.
Attempts were later made to show that the atomic weights of the elements could be expressed by an arithmetic function, and in 1862 A.-E.-B.
The arithmetic function in (1) does not consider the effect of pipeline stalls.
By curve fitting the measurement values in Figure 7 the arithmetic function is obtained: (1).
Moreover, we consider similar questions on the arithmetic function σ 1 ∗ ( n ).
