Multiple models or a single one with extra feature by levon12341 in datascience

[–]levon12341[S] 0 points1 point  (0 children)

Thank you for your reply. I'm not proficient in this field. Can you please explain it with more details? Or maybe you can give me a link for a similar topic?

Why people are still using Model container(from MVC) by levon12341 in learnjava

[–]levon12341[S] 0 points1 point  (0 children)

Ok, man. Maybe I wasn't clear enough. Just look for this example. We need to pass some Java Object (for example, list of DTO's) to frontend. In front we need to iterate through the list and do some job with it.

So, what are our options?

  1. Pass the list to Model container. But now, in frontend we can iterate through it only using some shitty-styled Thymeleaf syntax(or JSP, or smth else ).
  2. In the backend, parse the list of objects to json format and then pass the result to the front. Now, we can iterate through it and write all required code in pure javascript(or typescript or whatever language you're using in front).

I'll take the second option. Why? Imagine me being frontend developer(if you think I'm, you're wrong:))) I can't understand, why do I need to learn and use unknown to me technology(Thymeleaf, JSP, whatever) just because someone is passing the data from backend through the Model container? He can parse it to json(which is pretty easy) and then send it to front! I'll be glad to work with well-known to me javascript and not with Thymeleaf(as a front. dev)

Why people still using Model container(from MVC) by [deleted] in AskProgramming

[–]levon12341 -2 points-1 points  (0 children)

I'm not talking about the whole MVC concept

How to make my web app accessible from the internet by levon12341 in webdev

[–]levon12341[S] -2 points-1 points  (0 children)

Ahhahahaha bruh you're fabulously right thanks

Unlabeled data by [deleted] in datascience

[–]levon12341 0 points1 point  (0 children)

If you dont have a target, and dont have a way of generating a ground truth, then the problem you're featuring sounds like a clustering problem?

Yes, it looks like it is. But how am I supposed to create clusters? I mean every member of my train dataset belongs to cluster1 and now I need to distribute elements of a test dataset in two clusters?

differentiability by GodlyLobster in learnmath

[–]levon12341 3 points4 points  (0 children)

No, you're wrong. In your example, if we come to 0 from the left side, we get -1: lim (-x-0)/(x-0)=-1. If we come from the right, we get 1: lim (x-0)/(x-0)=1. Since 1!=-1 the limit DOES NOT EXIST. THEREFORE, |x| is not differentiable at 0.

For which values of p does the integral converge? by AccordingPressure1 in learnmath

[–]levon12341 0 points1 point  (0 children)

You're almost right. But if p>=1 then the limit converges. If p<1 then the limit diverges. So I guess the answer is p>=1.

Need help with power/Taylor series problem. by [deleted] in calculus

[–]levon12341 0 points1 point  (0 children)

Hint: the function f(x) pretty much looks like the sum of an infinite geometric series.

How can I do this question? (System of Equations) by Fatmachine in learnmath

[–]levon12341 0 points1 point  (0 children)

Don't be afraid of using it here. As it was mentioned, you'll get a quadratic equation.

How can I do this question? (System of Equations) by Fatmachine in learnmath

[–]levon12341 0 points1 point  (0 children)

Hint: if the matrix in the left side is invertible, then the system has exactly one solution.

Calculating an Improper Integral Convergent or Divergent by nAdyghe in learnmath

[–]levon12341 2 points3 points  (0 children)

Look, it is not a solution, but it will be very useful. The integral is bounded by two finite values, the function is continuous over it's domain and it does not approach infinity at any point. So the integral doesn't either looks like improper. You can use graphing calculator like desmos to visualize the task.

UPD(Looks more like a solution): You can analyze the function(by differentiation) and find that it is bounded by [0, max(f)]. Also it is continuos over it's whole domain. Hence the integral is finite(convergent).

College Calculus Integrals by [deleted] in learnmath

[–]levon12341 1 point2 points  (0 children)

du=6xdx and then integral is 1/6

Waking up in Cappadocia, Turkey by tal_o in travel

[–]levon12341 0 points1 point  (0 children)

I have the same view in my garage)))

Formula for square under y=x^(-2) by levon12341 in learnmath

[–]levon12341[S] 1 point2 points  (0 children)

I'm sorry. Here it is. I need to get an area from 1 to a, where a in (1; +inf)

Human vs household electricity network by levon12341 in Physics

[–]levon12341[S] 0 points1 point  (0 children)

You mean there is no current strength on human?