Future Points

1. Once the system can be solved, given an initial point it is possible to determine all its future points, a collection known as a trajectory or orbit. (Web site)

Plane

1. The initial point occupies a general position in space; that is, a point that does not lie on an axis or plane of symmetry.

Thought

1. My job, I thought, and still think, was to demonstrate my initial point about action films in terms of both theory and practice.

Topological Space

1. If X is a topological space with basepoint x 0, then a path in X is one whose initial point in x 0.

Arrow

1. As an arrow in Euclidean space, a vector possesses a definite initial point and terminal point.

Euclidean Space

1. If the Euclidean space is equipped with a choice of origin, then any free vector is equivalent to a bound vector whose initial point is the origin.
2. When a vector is thought of an an arrow in Euclidean space, it possesses a definite initial point and terminal point.

Information Gathering

1. Most of the information is more accurate than found in a typical encyclopedia and yet, we value encyclopedias as a initial point of information gathering. (Web site)

Vector

1. VECTOR SPACES Vectors in R^n: A vector in the plane is represented by an initial point and terminal point.
2. Referring to Figure C.3, you see a vector U defined by the two points p1 (the initial point) and p2 (the terminal point).

Terminal Point

1. A complex number z = x + iy can be viewed as a vector whose initial point is the origin O and whose terminal point P is point (x, y) as shown in Fig.
2. The vector starts at the initial point and ends at the terminal point, and the vector points towards the terminal point. (Web site)

Initial Point

1. A vector can be thought of as an arrow in Euclidean space, drawn from an initial point A pointing to a terminal point B.
2. The terms bound or fixed describe vectors whose initial point (the tail of the arrow) is the origin of a coordinate system.

Categories

1. Terminal Point
2. Vector
3. Information Gathering
4. Mathematics > Topology > Topological Spaces > Euclidean Space
5. Origin
6. Books about "Initial Point" in Amazon.com
   

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