Word/notation for "swallowing constant"?

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In summary, during derivations in an astrophysics course, the professor would often absorb all constants into a single ever-changing constant at the front of the expression, with no specific name or notation for this practice.
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HJ Farnsworth
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Greetings,

I used to sit in on an astrophysics course, where during derivations the professor would often absorb all of the constants in a given expression into a single ever-changing constant at the front of the expression. E.g., for a trivial example, let [itex]X[/itex] be [itex]3[/itex] times the circumference of a circle of radius [itex]r[/itex] times the perimeter of a square of side length [itex]l[/itex], with [itex]k[/itex] the constant in front:

[itex]X=kC(r)P(l)=krP(l)=krl[/itex].

The constant [itex]3[/itex], the [itex]2\pi[/itex] from [itex]C(r)[/itex], and the [itex]4[/itex] from [itex]P(l)[/itex] are all absorbed into [itex]k[/itex].

Is there a common name for this kind of device, which in the title of this thread I just called a "swallowing constant"? Also, is there a common notation for it?

Thanks for any help that you can give.

-HJ Farnsworth
 
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I would use the phrase you did: "absorbed into k". There is no special name for the constant into which other constants because there is nothing special about it.
 

1. What is a "swallowing constant"?

A "swallowing constant" is a term used in mathematics and computer science to refer to a value that is used to control the rate at which data is processed or consumed. It is often represented by the symbol "k".

2. How is the "swallowing constant" used in data processing?

The "swallowing constant" is used in data processing to determine the rate at which data is consumed or processed. It can be used to optimize the flow of data and prevent overloading of systems.

3. Can the "swallowing constant" vary in value?

Yes, the "swallowing constant" can vary in value depending on the specific application or system it is being used in. Different values may be used to optimize performance or accommodate different data processing requirements.

4. How is the "swallowing constant" different from other constants in mathematics?

The "swallowing constant" is unique in that it is specifically used in data processing and has no direct mathematical significance. It is a practical value that is used to control the rate of data consumption.

5. Are there alternative terms for the "swallowing constant"?

Yes, the "swallowing constant" may also be referred to as a "data consumption rate", "data processing rate", or simply "constant k". These terms may be used interchangeably depending on the context and application.

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