Difference between revisions of "Negative infinity"
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(Negative infinity is not the additive negative of positive infinity, because their sum does not equal zero.) |
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| − | '''Negative infinity''' has an existence implied by [[infinity]], as its negative. Negative infinity is not the additive | + | '''Negative infinity''' has an existence implied by [[infinity]], as its negative. Negative infinity is not the additive inverse of positive infinity, because their sum does not equal zero. |
Although negative numbers were not accepted by [[mathematicians]] until the 1600s, negative infinity is logically implied by the existence of [[Hell]] as described frequently in the [[Gospels]]. Also, the existence of an infinitely good [[God]] implies the existence of an infinitely bad [[evil]] that rejects God. | Although negative numbers were not accepted by [[mathematicians]] until the 1600s, negative infinity is logically implied by the existence of [[Hell]] as described frequently in the [[Gospels]]. Also, the existence of an infinitely good [[God]] implies the existence of an infinitely bad [[evil]] that rejects God. | ||
Revision as of 04:09, April 16, 2017
Negative infinity has an existence implied by infinity, as its negative. Negative infinity is not the additive inverse of positive infinity, because their sum does not equal zero.
Although negative numbers were not accepted by mathematicians until the 1600s, negative infinity is logically implied by the existence of Hell as described frequently in the Gospels. Also, the existence of an infinitely good God implies the existence of an infinitely bad evil that rejects God.
Negative infinity is difficult to define with independent terminology. Taking a cue from negative infinity as a representation of Hell, negative infinity is the lowest value possible.