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APPLICABLE DERIVATIVE LAW. “Not so the GSL, since black-hole entropy can be determined without delving into black-hole interiors.” (GSL = the generalized second law of thermodynamics). https://lnkd.in/dAr7QTt View in LinkedIn

TRANSCENDED LAW. “The OSL is inapplicable just to the exterior of the holes since they are sinks of entropy. And if applied to both interiors and exterior, the OSL is not useful since there is no may for exterior observers to measure the interior ordinary entropy and so to apply the law. We say that the OSL is transcended.” (OSL = ordinary second law of thermodynamics). https://lnkd.in/dAr7QTt View in LinkedIn

THE HOLY GRAIL. “The generalized second law of thermodynamics (GSL) provides a unique relation between thermodynamics, gravitation, and quantum theory. It therefore allows us a unique glimpse into the elusive theory of quantum gravity.” https://lnkd.in/d3sfhP6 View in LinkedIn

NUCLEONS TO BLACK HOLES. “Consider first a cold non-rotating assembly of N nucleons. If its mass exceeds a critical mass of the order of 2Mo it will collapse spontaneously, presumably to form a Schwarzschild black hole.” https://lnkd.in/dAr7QTt View in LinkedIn

DERIVATIVE LAW. “Using the conjectured proportionality between black-hole entropy and horizon area, Bekenstein proposed a generalized version of the second law of thermodynamics: The sum of black-hole entropy, SBH, and the ordinary entropy of matter and radiation fields in the black-hole exterior region, S, cannot decrease.” https://lnkd.in/d3sfhP6 View in LinkedIn

Slate is a special material. Metaphase abstraction. View in LinkedIn

THEY JUST SEEP OUT. “The interesting thing about the "creative openings" is that they occurred in a thoroughly random order, and had to be fitted together (like a jig-saw puzzle) to make continuity. While the author has learned to trust the commentary of these preconscious sources, the reader should be warned that they rest on this kind of intuition.” (Professor John Curtis Gowan) https://lnkd.in/d4sDpAu View in LinkedIn

SURFACE AREA. “In particular, the formal analogy between the second law of thermodynamics and Hawking’s area theorem, which states that black-hole surface area cannot decrease, motivated Bekenstein to conjecture that the required black-hole entropy is proportional to its surface area. https://lnkd.in/d3sfhP6 View in LinkedIn

ENTROPY AS INFORMATION. “It was while attempting to resolve this apparent paradox that Bekenstein came up with the bold idea to associate entropy with black holes – entropy as the measure of (missing) information about the black-hole internal state which is inaccessible to external observers.” https://lnkd.in/d3sfhP6 View in LinkedIn

FOOTNOTE. “The total entropy of a system either increases or remains constant in any process; it never decreases.” https://lnkd.in/d_98ekG View in LinkedIn