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bronze badges vote answer views prove a surface with $k $ means movement ... plane-curves arc-length asked aug ' at : pseudorandom silver badges bronze badges votes answers views finding the tangent line(s) to a curve in d parallel to a plane given the curve $$r(t) = ( − t)i + (t^ )j + (t^ / )k, ~~
algebraic-geometry plane-curves asked jun ' at : ptf gold badges silver badges bronze badges votes answers views $[u:v]\mapsto[x(u^ v^ ):y(u^ v^ ):z(u^ v^ )]$ gives a rational curve given the map $\mathbb p^ o\mathbb p^ $ with $[u:v]\mapsto[x(u^ v^ ):y(u^ v^ ):z(u^ v^ )]$, s.t....
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asked hours ago bob brant silver badge bronze badges votes answers views area density under d homography mapping given some x homography matrix h (h( )= ), mapping from d to d using homogenous ... geometry metric-spaces linear-transformations asked yesterday mendi barel bronze badges vote answer views
i've thought about this question for a while, from basener's topology and its applications. let $x$ be a metric space with a metric $d$ and $y \subseteq x$. prove that the subspace topology on $y$ ... general-topology metric-spaces asked dec ' at : sean roberson gold badges silver badges bronze badges...
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silver badges bronze badges vote answer views entropy maximizers / techniques i have no background on statistics, and am trying to learn the basics. in particular, i'm trying to prove the following: among all continuous functions on $( ,\infty)$ with mean $ $, prove that the ... statistics entropy asked
dec ' at : student silver badges bronze badges votes answers views shannon entropy convergence the interval $[ ; ]$ is partitioned into $k$ disjoint sub-intervals with lengths $p_ ;\ldots; p_k$, and the entropy of this partition is defined to be $$h(x) := − \sum_{i= }^n p_i \log(p_i)$$ let $... probability...
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} rac{a_f(n)}{n^s}$. one knows by ramanujan-petersson theorem(... modular-forms l-functions asked mins ago user silver badges bronze badges votes answer views reduction of structure group to borel and flag of subbundles of the associated vector bundle why is a reduction of the structure group of a principal
$(i)$ you select a number between and and the one who tells the ... probability game-theory expected-value asked mins ago idonknow . k gold badges silver badges bronze badges vote answers views maximal number of points in co-pareto-front let $n \in \mathbb{n}$ be some big number and $d \in \mathbb{n}...
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bronze badges vote answers views what is wrong with following line integrals in a scalar field?
i don't have an idea. should i parameterize $... contour-integration line-integrals asked nov ' at : user silver badges bronze badges votes answer views line integral of vector field as a sum of scalar field line integrals given a vector field f = , the line integral over some path c, is $\int_c$ f ⋅...
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consider the following proposition from hatcher's algebraic topology: i read the proof and the only thing i'm having trouble to understand is the final part where the author says "from the ... algebraic-topology homology-cohomology asked hours ago twink gold badge silver badges bronze badges votes answers
(using standard projective coordinates on $\mathbb{c}p^n$, $\mathbb{r}p^n$ is the subspace ... general-topology algebraic-topology cw-complexes asked hours ago ben blum-smith . k gold badges silver badges bronze badges votes answers views hatcher problem $ . $. unique existence of certain integer valued...
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badges bronze badges vote answer views calculating volume of body enclosed by surfaces (double integral) i have to calculate the volume of body enclosed by following surfaces $x^ +y^ = $; (cylinder) $x+y+z= $; $z= $ my first task is construct body's projection on $ _{xy}$ plane, which is circle ...
being asked are different), which has gone unanswered. i am currently studying the textbook pattern recognition and machine learning by ... real-analysis multivariable-calculus probability-distributions linear-transformations transformation asked hours ago the pointer gold badges silver badges bronze...
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