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## FAQ

Why is the standard model called 'the ugliest theory known to science'?
There are answers on Quora which state that the equation of the Lagrangian of the Standard Model is one of the most beautiful equations in physics, and answers which state that this equation is one of the ugliest equations. Even on the Internet, some of those who write about the equation of the Standard Model are not sure whether to call it ugly or beautiful.Criteria of beauty, ugliness, or elegance for scientific theories might be subjective or may change with time, these are not the first things or qualities that one ought to look for in physical theories. Making observations, conducting experiments, collecting data are of primary importance, then connecting the facts and data and using the convenient mathematical model to form a consistent theory explaining the phenomena becomes relevant.Sometimes older established theories may be regarded as beautiful or elegant. These accepted, prevailing theories might with time become an obstacle to newer, more advanced, effective or more comprehensive theories. And sometimes new theories really need more refining, more “tuning”, or additional improvements.Here is a historical example which might or might not apply to the Standard Model. Those who followed Aristotelian physics and the astronomical theories of Ptolemy thought that the best and most perfect kind of motion was circular motion, and that the planets and the Sun moved with unchanging circular motion. These followers of Aristotle must have thought in the seventeenth century that the new theories describing the motions of planets and celestial objects in terms of conics or elliptical paths were strange or “ugly”.Newton’s mostly geometrical methods, used in his Principia to explain the laws of physics, gravitation and the motions of celestial bodies, may nowadays look weird or impractical compared with calculus based methods developed and used since the eighteenth century in classical and celestial mechanics.Maxwell's equations are a set of partial differential equations. In differential form they consist of four equations representing a coherent regrouping or a unification of earlier equations related to electricity and magnetism. From a historical point of view, the equations of Maxwell originally consisted of 20 equations in 20 variables. Then Heaviside reduced these equations to a set of more presentable, vector based four equations.Using a covariant formulation and expressing the electromagnetic field as a tensor in terms of the electromagnatic potential:${\displaystyle F_{\alpha \beta }\,=\,\partial _{\alpha }A_{\beta }\,-\,\partial _{\beta }A_{\alpha }\,,}$Maxwell’s equations can be written in a more compact form and can be included in Einstein’s field equations.Einstein’s fields equations (here with the cosmological constant) represent in condensed form a set of equations with tensors:${\displaystyle R_{\mu \nu }-{\tfrac {1}{2}}R\,g_{\mu \nu }+\Lambda g_{\mu \nu }={\frac {8\pi G}{c^{4}}}T_{\mu \nu }}$Or (without the cosmological constant) in more compact form:${\displaystyle G_{\mu \nu }={8\pi G \over c^{4}}T_{\mu \nu }\,}$These equations would also take a lot of space when written in expanded form.As another example, the Dirac equation can be expressed as:${\displaystyle \left(\beta mc^{2}+c\left(\sum _{n{\mathop {=}}1}^{3}\alpha _{n}p_{n}\right)\right)\psi (x,t)=i\hbar {\frac {\partial \psi (x,t)}{\partial t}}}$Dirac’s equation can be more compactly expressed as:${\displaystyle i\hbar \gamma ^{\mu }\partial _{\mu }\psi -mc\psi =0}$Using natural units and the notation${\displaystyle {A\!\!\!/}=}\ \gamma ^{\mu }A_{\mu },$Dirac’s equation can be even more compactly written as:${\displaystyle (i{\partial \!\!\!{\big /}}-m)\psi =0\,}$The general equation of the Lagrangian in the Standard Model consists of a definite number of terms and Lagrangians.As a simple suggestion, in order to make such an equation look less like a big behemoth and make it more compact, it would be simpler and/or better to view it or write it first as the sum of Lagrangians :${\displaystyle \mathcal{L_{SM}}=\mathcal{L}_1+\mathcal{L}_2+\text{...}+\mathcal{L}_n}$or equivalently :${\displaystyle \mathcal {L_{SM}} = \sum_{i = 1}^n\mathcal {L}_i}$Then each Lagrangian in the equation could be expanded and explained.Perhaps in the future a more condensed, more compact and more satisfactory form of the equations and of the Lagrangian of the Standard Model can be found or formulated.Of course simplicity, coherence, consistency, symmetry properties and agreement with experimental results are very important requirements to be met by equations in physics.Sometimes new concepts, mathematical tools, ideas or notions are introduced to “construct” or derive physical equations, and sometimes existing equations can be amended or reformulated in order to describe experimental data/results, phenomena, the physical world and reality better and more accurately.For a related answer, see also Emad Noujeim's answer to What is the Lagrangian of the Standard Model?
Do I need to fill out a W-9?
An employer will request a W-9 form of Independent Contractors so they can report the payments to the IRS at year-end.  Generally, a 1099-MISC is completed by the employer and submitted to the IRS and State tax agencies only if the amount of payments made to that contractor exceeds $600 for services on an annual basis. It is common to request the W9 in advance, just in case you break that minimum threshold in the future. You will know if they reported$45 to the IRS because you will also receive a copy of the 1099 and can act accordingly. Hope this helps!
When do I have to learn how to fill out a W-2 form?
Form W-2 is an obligatory form to be completed by every employer. Form W-2 doesn’t have to be filled out by the employee. It is given to inform the employee about the amount of his annual income and taxes withheld from it.You can find a lot of information here: http://bit.ly/2NjjlJi
How does one get invited to the Quora Partner Program? What criteria do they use, or is it completely random?