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bronze badges votes answers views what is the geometric interpretation of integrating a multi-variable function with respect to one variable?

right now, i am thinking that it is the area ... multivariable-calculus asked hours ago watson_unknown bronze badges votes answers views does this basis have a name?...

https://math.stackexchange.com/questions/tagged/multivariable-calculus

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asked jul ' at : gre silver badges bronze badges vote answer views understanding the function $ rac{ }{\sqrt{z^ + }}$ i want to understand the function: $f(z) = rac{ }{\sqrt{z^ + }} dz$. this functions seems to have two branch points $\sqrt{ }i$ and $-\sqrt{ }i$. does it also have a brunch at $\infty

usually ... complex-analysis laurent-series branch-points asked jun ' at : gabi g silver badges bronze badges votes answers views how to properly understand branches of complex functions $\declaremathoperator{\log}{log}$ i have several problems to understand the concept of branches and how to find analytic...

https://math.stackexchange.com/questions/tagged/branch-points

the $ ext{not}$... combinatorics group-theory logic permutations computer-science asked hours ago s.d. silver badges bronze badges votes answer views prove a combinatorial identity (double counting) does anyone know a combinatorial proof for this equation?

combinatorics combinations asked hours ago adola gold badges silver badges bronze badges votes answer views choosing cards from different suits we have cards of suits in total ( per suit). we want to choose cards such that all cards are from different suits. i thought about choosing suits out of , then...

https://math.stackexchange.com/questions/tagged/combinatorics

conic-sections asked yesterday set silver badges bronze badges votes answers views how does one calculate the length of latus rectum from the parabola equation? [closed] given an equation of general parabola, what steps need to be followed to get the length of the latus rectum?

badges votes answer views cyclical points on a conic section $p_ , p_ , p_ , p_ $ are four arbitrary points on $xy = $....

https://math.stackexchange.com/questions/tagged/conic-sections

_{x\in\mathbb{r}^n}\|ax - b\|_ ^ $$ suppose $a \... linear-algebra optimization convex-optimization least-squares quadratic-programming asked hours ago ecjb silver badges bronze badges vote answers views why does standard quadratic programming contain $\dfrac{ }{ }$ in the objective function?

$(x, y) \in d$ where: $$d = \{ (x,y) \in \mathbb{r}^ \hspace{ . cm} | \hspace{ .... multivariable-calculus optimization convex-optimization maxima-minima qcqp asked yesterday user silver badges bronze badges votes answers views constructive proof of closest point theorem in convex optimization i have...

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: the idea is of a "topological fluid". what this means is a set of points and a list of which ... graph-theory fluid-dynamics asked dec ' at : zooby silver badges bronze badges votes answers views numerical simulation streamfunction so i'm given the task of calculating the streamfunction with given

bronze badges votes answer views in what case does the area vector $ec \delta a$ equal $\|a\|ec i$?...

https://math.stackexchange.com/questions/tagged/fluid-dynamics

tarq bronze badges votes answers views how to do partial fractions with a denominator to the power of a variable?

bronze badges votes answers views integral of $ rac{(x^ + )}{(x^ - )(x+ )^ }$?...

https://math.stackexchange.com/questions/tagged/partial-fractions