# Which One Of The Following Is Not An Empirical Formula The Z-Boson Mass And Its Formula As Multiple Proofs In One Yummy Bowl Of Pudding

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## The Z-Boson Mass And Its Formula As Multiple Proofs In One Yummy Bowl Of Pudding

Although its origins are disputed, the phrase “proof of the pudding is in the eating” is attributed to Cervantes’ 1615 comic novel Don Quixote. And while they can talk all they want about the ingredients in the pudding, the meaning of the saying remains intact when shortened to “the proof is in the pudding” – because that’s where you’ll eventually find it, if you even bothered to taste it. it’s the results that count.

Which is unlike a “mathematical proof” that comes from logic alone, because sometimes the pallet doesn’t agree with what it thinks is a delicious recipe. In this sense, the implicit dichotomy is similar to Kepler’s contribution to elliptic geometry, which itself is independent of experience in the sense that elliptic theorems can be constructed and proved without recourse to any physical phenomena. But in practice, Kepler specified Copernicus’ revived heliocentric heresy about the orbits of the planets in a way that is equally distinctly non-abstractly physical and empirically testable. Which is ultimately a key feature of the scientific method or “revolution”, soon confirmed by the discoveries of Newton and Galileo, which express physical laws with experimental confirmation of their mathematical formulation.

Consequently, this report reduces the phrase to “Pudding proof“, which uses several checks on what a physical formula represents, not just being theoretically correct in many ways, but confirmed to be right through clear correspondence with everything exactly measured empirical value in high-energy particle physics, esp neutral weak or The mass of the Z boson. With the current measurement of 91187.6 (2.1), MeV truly represents the operational meaning of the term in that it is the final result as “physical proof” of The equation for the exact mass of the Z-boson: Z = 91187.633 MeV = 9approx1/8+ ms – mb, although then you don’t really need to know the mass m this strange and bottom quarksor Higgs vacuum minimum approx1.

Nor is the question how we got these other, currently “unknown” values, although obviously it was not achieved by an empirical measure and is not related to this equation. This, of course, is not meant to dampen natural curiosity, as anyone interested in the history of these discoveries is directed to a recent essay (available from any reports directory) summarizing the dimensionless scaling system of physics that generates the germ cells of such fundamental physical constants. . In any case, assuming I’m not lying (which is just as provable – any bets?), these “mismeasured masses” contribute to this equation, giving the above Z-a mass that exactly corresponds to the average of its measured mass. So this “proof of the pudding” refers less to the measurable Z-mass, but more importantly empirically means that these three ungiven fundamental masses are simply as precisely determined and confirmed mass values ​​like Z itself.

Although this empirical proof of the pudding is unprecedented in terms of convincing precision for a parameter such as the strange or bottom quark mass (this can not to be directly measured as confirmable anyway), it certainly remains prominent in, for example, the validity of physical measurement as the foundation of the scientific method. The ultimate strength of the underlying numerical scaling system, which distinguishes it from other modern “theoretical models”, is evident a series of verifiable predictions it does—and largely does currently accessible well tested in standard contexts (e.g Z), which does not require major experimentally designed studies to “test” whether some “theoretical interpretation” is “correct”.

Indeed, Eq Z-the mass itself represents several theoretical evidence which reinforce the remarkable empirical agreement with this measured mass pudding. The first point in this respect concerns both spheres, as the weak neutral boson’s dominant observed or theoretical decay products are mixtures of the bottom with strange and/or nebula quarks in heavy mesons, and is virtually the only known particle that can decay directly. strange Bs– meson. Which, according to our equation, consists of subtracting a (as) -e/3-charged b quark and adding a (as) +e/3-charged strange antiquark – which therefore ensures charge neutrality from Bs– meson. In addition to these theoretical considerations regarding quarks in the equation, Peter Higgs’s fundamental observations about the origin of mass in general and in particular regarding electroweak symmetry breaking by which weak Z and W gauge bosons gain mass from some mechanism, leaving photons massless. The above equation uses the Higgs field, which is best known as the vacuum minima approx1, generally associated with the bottom of the 3rd generation of the -1e/3 nebula quark family, in the same sense as heavierHiggs vacuum doubletapprox2 represents a neutral pair of the +2e/3 ‘up quark family’. (By the way, cognoscenti, they saw evidence thatthe light Higgs bosonBefore CERN replaced the Lepton Collider over five years ago with the Large Hadron Collider, which thankfully creates a much more fundamental The heavy Higgs scalar – when this pudding is ready to be taken out of the oven. [So though reaching the heavy Higgs energy at will justify CERN’s efforts, its mass more importantly sets the scale for SUSY; but should be a bigger deal still when they witness baryogenesis creation of nuclear matter over antimatter! For that is not explained by any existing theory, and certainly no ‘standard model!’])

In fact, the above equation is one of two expressions Z-mass and the second naturally involves its relation to the chargeable W– boson mass. The W itself is the dominant decay product of the heavier Higgs doublet with a +2e/3 top that gives it +charge W by mediating the transformation -1e/3 to the north. So once again, the Higgs fields give their mass to quarks and bosons, where each theoretical argument reinforces the others (there are further supporting pudding proofs involving equations for pairs of neutral and charged B mesons that reinforce the basic Z-mass equation, for example.) and each theoretical nuance is supported the latest measurements of the same fine masses. However, the mathematical form of these equations provides insight into theoretical and predictive empirical domains not available in any other scheme. Example: We’re giving a hundred dollars (I’d make more, but I care too much to go bankrupt) to anyone who can find the above equation for Z-mass.

Having established that in theory this is a perfectly good equation, there should be a chance that it is not unique. But I highly doubt it would ever have been published, especially without knowing these other parameters; which I may safely assume to be under my copyright, unless the strength of this Pudding-proof requires it. Which brings us back to the core meaning of that old saying – the results are in the tasting and eating of the pudding. And the ultimate test of this principle, after six years of posting the above equation here on the so-called information superhighway, is this – I have yet to find a person capable of appreciating a pudding full of delicious plums and evidence, let alone anyone willing to buy a small bowl to eat it and taste the results for yourself. But the real pudding isn’t made for authority figures who only speak with a forked tongue, it’s made for people like you and me who experience the joys of eating or speaking in one language – yum!

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