Scalar-Valued Vector
(Redirected from vector of real numbers)
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A Scalar-Valued Vector is a vector whose vector elements are real numbers.
- AKA: Real Number Vector.
- Context:
- It can (typically) be from a from a Continuous Vector Space.
- It can range from being a Dense Continuous-Valued Vector to being a Sparse Continuous-Valued Vector.
- It can be an input to a Continuous Vector-Input Function.
- It can be an output to a Continuous Vector-Output Function.
- Example(s):
- Counter-Example(s):
- a Discrete Vector, such as an integer vector or a bit vector.
- a Continuous Tuple (not associated with a vector space).
- a Scalar.
- a Continuous-Valued Matrix.
- See: Real Number Line, 2-D Real Matrix.
References
2014
- http://mathworld.wolfram.com/RealVector.html
- QUOTE: A vector whose elements are real numbers.
2010
- http://graphics.stanford.edu/courses/cs368-00-spring/TA/manuals/LEDA/vector.html
- QUOTE: An instance of data type vector is a vector of variables of type double. ...
... Vectors are implemented by arrays of real numbers.
- QUOTE: An instance of data type vector is a vector of variables of type double. ...