element
The empty set is the set that contains no elements. (It is the empty set, not an empty set, because there is only one of them. It is a unique mathematical object.)
Integer is a mathematical term to define the set of whole numbers both positive and negative
The set of integers.
It is a set of mathematical operations which have to be carried out, using some measures of an object and possibly mathematical constants, to find the total amount of space which an object occupies.
sequence
Mode is a mathematical term. It stands for the value that appears most often in a set of numerical data.
An ordered set is one where the position of the number (or object) in the set does make a difference. Thus, the ordered pair (1, 2) is not the sme as (2, 1). A common mathematical example would be coordinates in 2 (or more) dimensional space.
An argmax is a mathematical term for the argument of the maximum - the set of points of a given argument for which a given function attains its maximum value.
In mathematical terms an element may be a member of a set.
A solution set makes a mathematical sentence TRUE.
A countable plate refers to a type of mathematical object in set theory, where a set is considered countable if its elements can be put into a one-to-one correspondence with the natural numbers. This means that even if the set is infinite, it can still be "counted" in the sense that its elements can be listed sequentially. Countable sets include finite sets and countably infinite sets, such as the set of integers or rational numbers. In some contexts, "countable plate" might also refer to a specific type of surface or geometric object, but the term is less commonly used in that sense.
A set of five fingers is the "hand," and when referring to all ten fingers, you can use the term "digits" (which, while it could apply to the toes as well, seldom does).