1) I have more respect for the engineers than for most of the theorists produced over the last two generations or so; at least the engineers are forced to refer back to the real world from time to time. The vast majority of the theorists gaze at their own navels and declare their stares profound.DeltaV wrote:Maybe I was a little over the top (I'm only an engineer, after all), but if Sachs is just 50% or 20% right, I'd say "profound" still applies.djolds1 wrote:Hard-sell triumphalism of this type is precisely the style of approach I don't like.DeltaV wrote:Why is the physics community seemingly ignoring this profound work?
In any event, what you or I like or dislike has no bearing on what is.
2) Its entirely true that neither of our opinions will impact the fundamental physical nature of the world. But credibility does impact how humans pursue their investigations of that fundamental physical nature. In that, I have been entirely disaffected by the grandiose scientific claims made over the course of my nearly 40 years of life, not a one of which has reliably proven out. Give me quiet competence over pomposity, every time.
On a philosophical level, I'm not quite ready to abandon analytical reductionism in favor of holism. Also, the Sachs methodology seems... abstruse. My own suspicions focus on a profound simplicity at the core of everything, and Sachs seems a bit too complex. Still, I will be reviewing his work. A new way to reinject the old philosophical perspectives into inquiry.DeltaV wrote:Then, there are the questions of how exactly the Higgs mass exclusions were determined (would proton "mass doublets" be properly detected?) and how exactly did Sachs determine his 190 GeV value. I'm not qualified to answer.
I do perceive an unwarranted psychological bias among some scientists/mathematicians, giving preference to "translation" over "rotation" and to "center" over "circumference" or "surface" (echoes of the Great Quaternionic War of the 1890s).
An apparently deep-rooted, zero-centric, Cartesian bias (the "Origin", sort of like Sun worship), exemplified by the surface area of a sphere typically being presented in texts as 4*pi*R^2 instead of the simpler pi*D^2, or the even simpler (pi*D)*D = C*D, which leads directly to the area equivalence between same-height spheres and cylinders discovered by Archimedes, and to the so-called equal area zones property.
Anything involving quaternions is rotation-related in some sense, and everbody knows that you can't get pure "translation" from "rotation"... unless the radius of curvature is infinite... or a variable... or you let an axial (pseudo) vector be a substitute for a (polar) displacement vector.
Energy and torque having the same physical dimensions (force*distance) must just be a random accident. The same must be true in regard to things like MacCullagh's 1839 roto-elastic aether model (embodying rotational but not translational resistance to motion) yielding Maxwell's equations and the laws of Snell and Fresnel.
Forty years of unproductive non-results fueled by an endless font of bullheaded certainty.DeltaV wrote:Could this be why physics has stagnated and turned to things like String Theory, and why engineers are forced to prowl internet forums looking for new paths forward?
The current generation of "eminences" needs to die. They are the Lord Rutherfords of our age, confidently proclaiming the impossible without basis and the unverified as reality.