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model and modeling seem identical to me. Aren't those really same ? (or is there any flaws so that they are two different tags.)

And in model tag, it is written that there is a distinct element of $P$ (probability) which generates the observed data. Though statistical model involves a random error term ($\epsilon$), will I be able to generate the same observed data for a certain probability ?

And in Wikipedia, it is written that

A statistical model embodies a set of assumptions concerning the generation of the observed data, and similar data from a larger population.

When should i get the observed data and when should i get similar data ? For different probabilities or only one probability can generates different set of data , as statistical model involves random error term ?

Can i see it empirically ?

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    $\begingroup$ The tag descriptions make them seem the same, unfortunately. I'd have said they were quite different; one is for questions related to a model (a noun), while the other is for questions related to the process of modelling - of arriving at a model (a verb). The destination and the journey are different! [However, if your question is mainly about possible tag overlap it belongs on meta.stats.stackexchange.] I can't figure out what the rest of your question is even asking. Can you clarify? $\endgroup$ – Glen_b Feb 11 '15 at 7:16
  • $\begingroup$ @Glen_b I wanted to mean by the rest of the question is that can i generate the same data from a statistical model ? I doubt, because this is not deterministic model. $\endgroup$ – user 31466 Feb 11 '15 at 7:23
  • $\begingroup$ @Glen_b Can i be referred of an example of modeling please? What are the steps of modeling ? How to arrive at a model(destination) from data ? $\endgroup$ – user 31466 Feb 11 '15 at 7:28
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    $\begingroup$ Questions of the form "help me come up with a model for this" (like this) or "How do I choose which predictors to include in my model?" (like this) are modeling questions. Your 2nd and 3rd questions there are examples of modeling questions, but they're too broad for a question in comments -- indeed, I think maybe even too broad for either of them posted as a question in their own right $\endgroup$ – Glen_b Feb 11 '15 at 7:48

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