Continuing from where I left off in my previous post....
Scientific theories "
live or die based on internal consistency and, one hopes, eventual laboratory testing", to quote one prominent cosmologist George Ellis. In contrast, religious truths that derive from a purported divine intervention outside the known laws of physics, cannot in principle be subjected to testability or found to have predictive power.
But what happens when you have an idea or theoretical framework arising from an attempt to explain, say, a fine-tuning problem in physics (where the values predicted by calculations and the actual measurements don't match up, such that scientists can't discover the value of the parameter from first principles) which is elegant and exhibits all kinds of beautiful mathematics.....
but has no possibility of ever being "
observed" or making testable predictions or for that matter being falsified?
The math works out, the framework is elegant and it may fill a gap in the standard model...but the catch is that you are possibly unable to
ever test your beautiful, "explanatory" idea against actual observable physical reality?
The history of science is brimming with unfortunate examples of mathematically workable and logically elegant "ideas" that turned out to be dead wrong when empirically tested. Fred Hoyle's "
steady state theory" of the universe, which he and his colleagues formulated as an alternative to the Big Bang Theory, is a famous historical case in point. It was beautiful...and just plain wrong when its predictions failed to match up with our discovery of the Cosmic Microwave Background in the 1960s, which validated the Big Bang Theory.
Simply put, no matter how elegant or beautiful the idea or the maths involved,
nature is our only guide - she doesn't care what we think or prefer, our only way to find out if an idea is a scientific description of the world is to experimentally test it - or at least demonstrate that it can produce testable
consequences if not direct testable observations.
If your idea can never hope to produce such testability and cannot be falsified then, is that a "scientific theory" like General Relativity or does it consist essentially in "faith"?
That's no hypothetical question. It's become a dilemma at the heart of debates in modern theoretical physics.
To frame our discussion on this particular point, consider the following from the cosmologist
Paul Davies as to why multiverse theories are, in his assessment, enterprises in speculative philosophy that - while not lacking in merit if recognized as such, since philosophy is very useful - lie outwith the bounds of science:
For a start, how is the existence of the other universes to be tested? To be sure, all cosmologists accept that there are some regions of the universe that lie beyond the reach of our telescopes, but somewhere on the slippery slope between that and the idea that there are an infinite number of universes, credibility reaches a limit. As one slips down that slope, more and more must be accepted on faith, and less and less is open to scientific verification. Extreme multiverse explanations are therefore reminiscent of theological discussions. Indeed, invoking an infinity of unseen universes to explain the unusual features of the one we do see is just as ad hoc as invoking an unseen Creator. The multiverse theory may be dressed up in scientific language, but in essence it requires the same leap of faith.
— Paul Davies, A Brief History of the Multiverse
The
inflationary multiverse arising from a "string landscape" is certainly plausible and indeed compelling if viewed as a purely philosophical hypothesis. After all, it has explanatory power and makes good sense of the data - so there is a logical possibility of us living in an ever expanding megaverse of unlimited physical possibilities, which might explain why the cosmological constant has an unnaturally small, knife-edge value in our universe.
However, does it make any testable scientific predictions within the observable universe? Umm, no.
Allow me to explain the "why": in essence,
the multiverse is fundamentally beyond the realm of empirical test just like God, with no possibility of direct or indirect testability, predictive power and observation which renders it inherently "unfalsifiable". This is a crucially important point. A number of leading scientists are therefore either opponents or highly critical of the "
multiverse hypothesis" including: D
avid Gross, Paul Steinhardt, Neil Turok, Viatcheslav Mukhanov, Michael S. Turner, Roger Penrose, George Ellis, Joe Silk, Carlo Rovelli, Adam Frank, Marcelo Gleiser, Jim Baggott, and Paul Davies. Now here's the "
how":
On account of their
particle horizons and the larger
expansion rates in an inflationary multiverse,
the "bubble" universes which comprise any hypothetical
multiverse would be separated from each other
by enormously space-like distances that preclude casual contact, making communication between them or observation impossible forever. Light could never traverse those infinite distances, since inflation causes the universe(s) to expand at a rate exceeding the speed of light. Excepting the improbable circumstance in some kind of discrepancy discovered in the cosmic microwave background and interpreted as evidence of a "bubble collision" between two universes...the idea is untestable.
This is the reason why the physicist and mathematician Peter Woit has bluntly dismissed it as being: "
grandiose nonsense" and "
Not Even Wrong" like Fred Hoyle's steady state theory, since it cannot be falsified.
See:
https://blogs.scientificamerican.com/cross-check/why-string-theory-is-still-not-even-wrong/
Horgan: Are multiverse theories not even wrong?
Woit: Yes, but that's not the main problem with them. Many ideas that are "not even wrong", in the sense of having no way to test them, can still be fruitful, for instance by opening up avenues of investigation that will lead to something conventionally testable. Most good ideas start off "not even wrong", with their implications too poorly understood to know where they will lead. The problem with such things as string-theory multiverse theories is that "the multiverse did it" is not just untestable, but an excuse for failure.
The problem with such research programs isn't that of direct testability, but that there is no indirect evidence for them, nor any plausible way of getting any. Carroll and others with similar interests have a serious problem on their hands: they appear to be making empty claims and engaging in pseudo-science, with "the multiverse did it" no more of a testable explanation than "the Jolly Green Giant did it". To convince people this is science they need to start showing that such claims have non-empty testable consequences, and I don't see that happening.
See also this essay in NATURE by two of the world's most prominent and respected cosmologists: Joe Silk and George Ellis. They are clear about what should be regarded as outside the bounds of science:
Scientific method: Defend the integrity of physics
Scientific method: Defend the integrity of physics
16 December 2014
Attempts to exempt speculative theories of the Universe from experimental verification undermine science, argue George Ellis and Joe Silk.
This year, debates in physics circles took a worrying turn. Faced with difficulties in applying fundamental theories to the observed Universe, some researchers called for a change in how theoretical physics is done. They began to argue — explicitly — that if a theory is sufficiently elegant and explanatory, it need not be tested experimentally, breaking with centuries of philosophical tradition of defining scientific knowledge as empirical. We disagree. As the philosopher of science Karl Popper argued: a theory must be falsifiable to be scientific.
Chief among the 'elegance will suffice' advocates are some string theorists. Because string theory is supposedly the 'only game in town' capable of unifying the four fundamental forces, they believe that it must contain a grain of truth even though it relies on extra dimensions that we can never observe. Some cosmologists, too, are seeking to abandon experimental verification of grand hypotheses that invoke imperceptible domains ...
These unprovable hypotheses are quite different from those that relate directly to the real world and that are testable through observations — such as the standard model of particle physics and the existence of dark matter and dark energy.
The issue of testability has been lurking for a decade. String theory and multiverse theory have been criticized in popular books1, 2, 3 and articles, including some by one of us (G.E.)4. In March, theorist Paul Steinhardt wrote5 in this journal that the theory of inflationary cosmology is no longer scientific because it is so flexible that it can accommodate any observational result. Theorist and philosopher Richard Dawid6 and cosmologist Sean Carroll7 have countered those criticisms with a philosophical case to weaken the testability requirement for fundamental physics.
MANY MULTIVERSES
The multiverse is motivated by a puzzle: why fundamental constants of nature, such as the fine structure constant that characterizes the strength of electromagnetic interactions between particles and the cosmological constant associated with the acceleration of the expansion of the Universe, have values that lie in the small range that allows life to exist. Multiverse theory claims that there are billions of unobservable sister universes out there in which all possible values of these constants can occur. So somewhere there will be a biofriendly universe like ours, however improbable that is. Some physicists consider that the multiverse has no challenger as an explanation of many otherwise bizarre coincidences. The low value of the cosmological constant — known to be 120 factors of 10 smaller than the value predicted by quantum field theory — is difficult to explain, for instance. ...
... [Sean Carroll] argues that inaccessible domains can have a “dramatic effect” in our cosmic back yard, explaining why the cosmological constant is so small in the part we see. But in multiverse theory, that explanation could be given no matter what astronomers observe. All possible combinations of cosmological parameters would exist somewhere, and the theory has many variables that can be tweaked.
The consequences of overclaiming the significance of certain theories are profound — the scientific method is at stake (see go.nature.com/hh7mm6). To state that a theory is so good that its existence supplants the need for data and testing in our opinion risks misleading students and the public as to how science should be done and could open the door for pseudoscientists to claim that their ideas meet similar requirements.