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Difference between revisions of "Constants Are Changing"
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== Comments == | == Comments == | ||
* A mathematical constant is a quantity whose value does not change; it is thus the opposite of a variable. Unlike physical constants, mathematical constants are defined independently of any physical measurement. Mathematical constants are typically elements of the field of real numbers or complex numbers. Mathematical constants that one can talk about are definable numbers (and almost always also computable).<ref>[[wikipedia:Mathematical Constants]]</ref> | * A mathematical constant is a quantity whose value does not change; it is thus the opposite of a variable. Unlike physical constants, mathematical constants are defined independently of any physical measurement. Mathematical constants are typically elements of the field of real numbers or complex numbers. Mathematical constants that one can talk about are definable numbers (and almost always also computable).<ref>[[wikipedia:Mathematical Constants]]</ref> | ||
| + | * Heraclitus, a pre-Socratic, is known for the phrase "The Only Thing That Is Constant Is Change.” | ||
== Samples / Lyrics == | == Samples / Lyrics == | ||
Revision as of 20:40, 13 May 2019
| Constants are Changing | |
|---|---|
| Running time | 1:42 |
| Appears on | The Campfire Headphase |
Contents
Comments
- A mathematical constant is a quantity whose value does not change; it is thus the opposite of a variable. Unlike physical constants, mathematical constants are defined independently of any physical measurement. Mathematical constants are typically elements of the field of real numbers or complex numbers. Mathematical constants that one can talk about are definable numbers (and almost always also computable).[1]
- Heraclitus, a pre-Socratic, is known for the phrase "The Only Thing That Is Constant Is Change.”
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