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The concept and the term "singularity" were popularized by Vernor Vinge – first in 1983 (in an article that claimed that once humans create intelligences greater than their own, there will be a technological and social transition similar in some sense to "the knotted space-time at the center of a black hole", [10]) and later in his 1993 essay ...
Gottman's model uses a metaphor that compares the four negative communication styles that lead to a relationship's breakdown to the biblical Four Horsemen of the Apocalypse, wherein each behavior, or horseman, compounds the problems of the previous one, leading to total breakdown of communication. [1]
William Hertling is a science fiction writer and programmer.He was a co-founder and Director of Engineering at Tripwire, and a web strategist and software developer at Hewlett-Packard where he obtained numerous software engineering patents in the areas of networking protocols, printing, and web applications.
Gottman's Four Horsemen are four negative communication patterns that can signal the end of a relationship. An expert reveals how to work on them together.
System relatedness: the effects of a singularity are characteristic of the system. Uniqueness: The nature of a singularity does not arise from the scale of the cause, so much as of its qualitative nature. Irreversibility: Events at a singularity commonly are irreversible; one cannot un-crack a glass with the same force that cracked it.
The negative relationship between emotional response and valuation of human lives explains why life is not valued equally. It conceptually explains why compassion fade fails to initiate emotional processes that lead to helping behaviour. Effects of this relationship can be seen through The Singularity Effect and Pseudo-inefficacy. [17]
Some scholars believe that advances in artificial intelligence, or AI, will eventually lead to a semi-apocalyptic post-scarcity and post-work economy where intelligent machines can outperform humans in almost every, if not every, domain. [1]
Catastrophe theory studies dynamical systems that describe the evolution [5] of a state variable over time : ˙ = = (,) In the above equation, is referred to as the potential function, and is often a vector or a scalar which parameterise the potential function.