👉 Explementary is a mathematical concept in mathematics, specifically in the field of vector calculus and functional analysis. It refers to the set of vectors that are orthogonal to every vector in the space they span. In other words, it describes the set of all vectors that can be expressed as linear combinations of one or more basis vectors. For instance, consider a vector space V equipped with an inner product (also known as a dot product). Let's say we have two vectors v1 and v2 in V
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What is the definition of Explemental? 🙋
👉 The term "explemental" is a technical term used in computer science and software engineering. It refers to an object that has a method called `__getitem__` which returns the value at a specified index. For example, consider a class called `ListItem`: ```python class ListItem: def __init__(self, value): self.value = value def __getitem__(self, index): return self.value[index] # Create an instance of ListItem with values
What is the definition of Explement? 🙋
👉 explement is a verb that means to add something or someone else to another person's list, especially when it comes to addressing someone else. It can also mean to take away something from another person, as in "I am no longer taking you for granted." In English, the phrase often refers to adding someone else to an already existing group of people.
