MORE ORTHOGONAL Meaning and
Definition
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"More orthogonal" is a term used to describe a mathematical or geometrical relationship between two entities that exhibit a higher degree of orthogonality compared to another set of entities. Orthogonality refers to the state of being mutually perpendicular or independent of each other, often used in the context of vectors or vectors spaces.
In mathematics, vectors are considered orthogonal if their dot product is zero, indicating that they are perpendicular and have no component in the same direction. Similarly, in geometry, two lines or planes are orthogonal if they meet at right angles.
When referring to "more orthogonal," it means that the degree of perpendicularity or independence between two entities is greater when compared to another set. This can be interpreted as a stronger or more distinct relationship between the entities in terms of their behavior, properties, or characteristics. For example, in linear algebra, two sets of vectors can be compared in terms of their orthogonality, with one set being considered "more orthogonal" than another if the angle between the vectors is closer to 90 degrees or if the dot product between the vectors is closer to zero.
Overall, "more orthogonal" signifies a higher level of independence or perpendicularity, indicating a stronger and more distinct relationship between entities within a mathematical or geometrical framework.
Common Misspellings for MORE ORTHOGONAL
- nore orthogonal
- kore orthogonal
- jore orthogonal
- mire orthogonal
- mkre orthogonal
- mlre orthogonal
- mpre orthogonal
- m0re orthogonal
- m9re orthogonal
- moee orthogonal
- mode orthogonal
- mofe orthogonal
- mote orthogonal
- mo5e orthogonal
- mo4e orthogonal
- morw orthogonal
- mors orthogonal
- mord orthogonal
- morr orthogonal
- mor4 orthogonal
Etymology of MORE ORTHOGONAL
The word "orthogonal" comes from the Greek words "ortho" meaning "straight" or "right" and "gonia" meaning "angle". It was originally used in mathematics to describe perpendicular lines or angles.
The addition of "more" before "orthogonal" is a comparative form, indicating a greater degree of being orthogonal. It is not a standalone word in itself, but rather a phrase that describes the extent or level of orthogonality.
