Sorry, I only meant to apply the very, very superlative for the photos #, 4, 6 7, 8, and 10. The other photos in the album are, to me at least, mere curiosities and landmarks (such as the first one which is probably just a fairly large seamount/volcano). Photos $4, 6, 7, 8, and 10 are hard to reconcile with my understanding of general scientific principles and overall education, which probably isn’t saying much (the other ones are easily explained, I think, by wave action, especially the last two photos).
Note: The following refers only to those numbered photos above: =)
The main reason is because of evidence that much of Earth’s topography, including the land below the oceans, has a fractal-like nature. This assertion is cited in a paper written by Jayne, St. Laurent, Gille (Woods Hole Oceanographic Institute, Florida State University, Scripps Institute of Oceanography, respectively) titled Special Issue - Bathymetry from Space - Connections Between Ocean Floor Topography and Earth’s Climate.
Quoting a description of a sea floor topographical (bathymetrical) map (emphasis mine):
A more common example of the fractal nature of the Earth’s geology is that of coastlines. It can be easily observed that the coastline of any nation in the world is “rough,” viewed from above in space. The fractal nature of the coastline refers to the fact that this roughness is independent of distance of viewing; in other words, it is scale-invariant, or self-similar. So not only will the coastline of Alaska, for instance, be jagged and rough viewed from 200 miles above Alaska, but it will remain so viewed from 20 miles, 2 miles, … , 20 m, 2 m, 0.2 m, etc. At no non-microscopic scale can we observe that the coastline suddenly loses its roughness.
A paradox that has emerged from this finding is that the arc length of a coastline between two points along a coast that have a finite shortest path distance, according to the traditional “classical” definition of arc length, should have an arc length that increases without bound as one subdivides the coastline into some number of subarcs, approximating each subarc with a straight line, thereupon summing up the lengths of these straight lines to estimate the total length of the coastline. “Classical,” or “rectifiable” curves are ones whose approximated length by this method described converge to a finite length (real number) rather than increase without bound (diverge).
Translating the above fact from two-dimensional coastlines to three-dimensional topographic surfaces, the probability of even a very small patch of land, either subsurface or above, exhibiting angular geological geometry is exceedingly low, let alone for cliffs that are at the scale of either thousands or hundreds of feet, with sharp and repeated angles, which should be extraordinarily rare. (This happening would be analogous to, I speculate, the coastline of Alaska suddenly becoming “straight.”)
I thought at first that the cliffs could be a result of major earthquake faulting…but it’s not very likely IMO; as far as I know, faults in actuality are more like jagged fractures themselves, with the likelihood of faults that are hundreds of feet high in vertical displacement and highly linear over a distance of thousands of feet being almost preposterously unlikely.
I just can’t think of any phenomena that would have formed at least some of the images in those photos. They stand out to me as anomalous, out-of-place, and almost alien. If they were on dry land, I would be at a loss as to explain images #4, 6, 7, 8, and 10, and although I would like to very much deny it, I couldn’t help but think that the no matter how much time the Earth has been in existence, how great are the forces acting on the Earth, that there are some things and events whose probabilities are so low that they shouldn’t exist or form even if we waited until the “end” of the universe…and that if I saw this above land, I would feel a chill run down my spine and feel that we are not alone in this universe.
But we don’t know the oceans as well as we do the land, and we don’t actually know if the topography is really what is being shown. I’m wondering what your 1) impressions, 2) scientific/geological explanations are on #4, 6, 7, 8.