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  1. How can a "non-function" be graphed? - Mathematics Stack …

    Sep 18, 2017 · Now, I'm looking for means to graph any non-functions, not just simple ones such as a circle or a sideways parabola, which simply require the graphs of +f(x) and -f(x). Maybe more complicated ones such as sin(x) + sin(y)= 1. The following graph is of the said non-function, as graphed by Desmos. Any help on how to graph non-functions is appreciated.

  2. Generating function for non-isomorphic regular graphs.

    Oct 9, 2019 · Determine a generating function for the number of non-isomorphic (n−2)-regular graphs of order n, for n ≥ 2. I've been staring at this for hours and can't find a place to start, any help would be appreciated.

  3. Difference between a function and a graph of a function?

    Some functions are "too big" to have graphs according to standard set theories, e.g. the function that maps sets to their singletons. And in any case, functions belong to a different logical type to objects such as sets (including sets of tuples).

  4. Continuous,Discontinuous ,Differential and non Differentiable …

    May 16, 2018 · Continuous v/s discontinuous function Graph. With out solving equations, sometimes I can easily identify the non continuity of the graph because there will be breaks in the graph path. There should be non breaking path between any two points in …

  5. Why the graphs of non linear functions are curved lines?

    Jul 1, 2017 · You want to remember that a graph is a visual representation of a function. For example, let's say my function turned "Bananas" into $3$, and "Apples" into $6$. Most likely here, I'd represent my function as a table. Here, you speak of functions that take a subset of $\mathbb R$ (domain) and map it onto another subset of $\mathbb R $ (range).

  6. Is there a piecewise graph that is not a function?

    Sep 12, 2019 · $\begingroup$ I mean, as long as the intervals are non-overlapping, and each interval contains a function, then the piecewise function made by combining the functions over each interval is also a function. $\endgroup$ –

  7. What is the Möbius Function for graphs? - Mathematics Stack …

    Mar 8, 2015 · Richard P. Stanley’s notes ‘An Introduction to Hyperplane Arrangements’, which can be found here, also introduce the general Möbius function as part of some very general machinery, one application of which is to chordal graphs (under the name supersolvable graphs).

  8. About Non-integer Exponentiation and Graphs of Exponential …

    Sep 9, 2023 · If a function is continuous over the rationals, then because the rationals densely pack the number line, there is a unique extension of the function to a continuous function defined over the whole number line.

  9. interpolation - Finding the formula of an nonlinear function ...

    Jan 26, 2012 · Is there any way, if given multiple points and you wanted to find the equation of the graph where these points lie, how would you find out: First off equation is it? Line, Parabola, Hyperbola, etc?

  10. calculus - Why is a function at sharp point not differentiable ...

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