“I am trying, Siri. Please, help me out. I’m going to throw it up here on the wall.”
So then Siri says, “OK, this is too much to take in.” And it just falls down there. It’s a very interesting moment and shows how the Siri project has evolved. From the beginning, when they were very focused on making the user experience seamless. They thought, “It should feel like the user is sitting in their home. They should be able to just say, ‘Play music and the app will come up on the home screen and they can just play the music right away.'” For the most part, it’s been great.
In the previous section, we saw that the term “invisible” is used to describe a kind of space, usually the world, which is entirely devoid of color or shape. In this article, we will look at how the idea of a “pure” invisible space is different from the concept of an “invisible” object.
This “pure” concept is of course much more complex than that of pure space. In many dimensions, we may find that the entire visible world is not, or at least never was, pure. The physical world has many qualities, none of which are strictly physical. For example, not all the energy in the universe is present in the form of light and other types of energy. Similarly, not all the energy in the universe is present in the form of atoms or electrons. As a result, we can imagine an infinite number of different types of pure, invisible objects in various possible dimensions. Such an idea is possible for most physical objects, but the idea can also be extended to the concepts of pure forms and pure colors.
In this section, we will use the concept of a “pure” (non-physical) space to describe the space in which we imagine all the possible types of invisible objects and the space in which they would appear to exist in.
Pure Invisible Space
We can define pure space just as we define pure physical space. We can also find a definition of pure space in physics texts as well as in popular physics texts. To understand pure invisible space, we can consider a set of points of an infinite number of dimensions with the number of points increasing infinitely like in a line. This set is called the real space.
Now, imagine that you have a set of points in real space. To find the set of all the points of a line, draw one
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