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books book-design asked nov at : akira okumura bronze badges votes answers k views isn't latex a complete software for producing books?

many pdf of math books that i have, i am sure ( %) that they has been typesetted using (pdf)latex. but when i check their properties in pdf reader, the pdf producer name isn't (pdf)latex surprisingly ... pdftex book-design adobe asked nov at : c.f.g silver badges bronze badges votes answer views header...

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silver badges bronze badges votes answers views task about recurrence relations.

i know this is supposed to have solutions but what i got was $ \pmod { } + t$... discrete-mathematics modular-arithmetic diophantine-equations asked hours ago silenceonthewire silver badges bronze badges votes answer views how to know when it's possible to solve a modular equation?...

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vector trying to implement an extended information filter and i have difficulty computing the jabobians related to the below: given a $ \times $ rotation matrix $\mathbf{r}$ and the so( ) logarithmic map ... logarithms partial-derivative rotations matrix-exponential asked hours ago damuno bronze badges

partial-derivative asked days ago minbiao bronze badges votes answers views showing invariance of discriminant of pde under coordinate transformation let (x,t) -> (alpha(x,t), beta(x,t)), with the jacobian not equal to . i managed to find u_x = (u_alpha . alpha_x) + (u_beta . beta_x) and u_t easily...

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workplace meta your communities sign up or log in to customize your list. more stack exchange communities company blog by using our site, you acknowledge that you have read and understand our cookie policy , privacy policy , and our terms of service . home questions tags users unanswered help center > badges

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i'm trying to study for a test tomorrow but i'm looking over the answers for this practice test and i genuinely don't ... statistics discrete-mathematics recurrence-relations recursion asked hours ago grayish bronze badges vote answers views solving a recurrence relation $ a_{n- } - $ suppose you have

$$a_n = a_{n- } $$ $$= ( a_{n- } ... sequences-and-series analysis recurrence-relations geometric-progressions asked hours ago art silver badges bronze badges votes answer views find a recursive formula for a closed formula recursively at infinity i have a recursive sequence defined as such: $$ \left...

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.$ ... real-analysis functional-analysis eigenvalues-eigenvectors hilbert-spaces compact-operators asked hours ago zugzug silver badges bronze badges votes answer views a compact operator that is the limit of finite rank operators i'm with trouble to solve (b).

i have been looking for some information about compact operators on a hilbert space and i have found the following definitions for this concept: $t:h\to h$ is ... operator-theory hilbert-spaces compact-operators asked dec ' at : mathlife silver badges bronze badges vote answer views bound of trace norm...

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bronze badges votes answers views how to show $d(\exp_p(tv),\exp_p(tw))=ert t ert\cdot\vert v-w \vert+o(t^ )$?

i'm self-studying peter petersen's riemannian geometry book. this is exercise .( ) in the book: exercise ) $m$ is a $n$-dimensional riemannian manifold, $p\in m$, and $\exp_p:b( ,arepsilon)\... differential-geometry riemannian-geometry asked yesterday kgeo silver badges bronze badges vote answers views...

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a problem in my real analysis class asks for me to show that this is true, but i am a bit confused by it. if i take the set $s = (\sqrt{ }, \sqrt{ }) \cap \mathbf{q}$, then inf $s$ = $\sqrt{ }$ but it ... real-analysis supremum-and-infimum asked hours ago barbaricglass bronze badges votes answer views

bronze badges votes answer views let $a, b \subseteq \mathbb r$ be two non empty sets of real numbers that are bounded above... how do you show that if $\sup a $ s.t....

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