Woven badges

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bronze badges votes answer views i'd appreciate it if + + until + these three examples have the same construction of i'd appreciate it if you + past tense verb + ... + until + subject + present or past tense verb... the first one has the present tense verb ... backshifting asked may ' at : jk gold badges

silver badges bronze badges votes answers views adjective + the present/past [duplicate] would you please consider the following: riana (was/is) so quick a thinker that she decided to dodge left when the knife was swung to her. my question: riana is still alive and her being ... tenses past-tense present-tense...

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about the origins of the english indefinite article which question was closed due to it being posed in an - ironically ... etymology articles greek asked dec ' at : nigel j . k gold badges silver badges bronze badges votes answer views voiceless noun endings with voiced verb endings we can use that idea

someone recently suggested to me that it originated in relation to the battle of hastings ( ), which was literally an uphill battle (... etymology asked dec ' at : t.j. crowder gold badges silver badges bronze badges votes answers views why did american english change certain past tense verb endings...

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bronze badges votes answer views how do i solve the current recurrence relation with the substitution (guess and verify) method?

a big number $n$ could be analyzed finding $a,b,m,n\in\mathbb z_+$ such that $n=... algorithms factoring gcd-and-lcm computational-mathematics asked days ago lehs . k gold badges silver badges bronze badges votes answers views how many pairs $i, j$ are there which satisfies $i^a + j^b = \mod k$?...

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i wish to review some material for my qualifying exam on odes/pdes, and i've started to read both coddington & levinson's theory of ordinary differential equations and hirsh & smale's ... ordinary-differential-equations book-recommendation asked yesterday tundra bronze badges vote answer views measure

bronze badges votes answers views follow-up on the prerequisites for self-study of topology and other courses [closed] background: i have a bs in physics and these mathematics courses: calculus (differential and integral), vector calculus, linear algebra, differential equations, and mathematical physics...

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$m$ manifold,... differential-geometry derivatives vector-fields complex-systems asked hours ago sound wave silver badges bronze badges votes answer views help finding a stationary point. $ - \cos\left( rac{t}{ } ight) \sin\left( rac{ t}{ } ight) = m(t)$ i have the derivative as: $ rac{ }{ }\sin\left

derivatives partial-derivative asked days ago deltaskelta silver badges bronze badges votes answers views get the function based on its first derivatives define the concave function $f(x): \mathbb{r}^d ightarrow \mathbb{r}$, suppose we have two sequences $x = \{x_ , ..., x_n\} \subseteq \mathbb{r}^d...

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manuals on scout training in their programmes. in may , robert baden-powell became a vice-president. [ ] baden-powell promoted the idea of scouting and outdoor pursuits in the boys' brigade and other boys' organisations and schools. [ ] the boys' brigade formally began its boy scout scheme in . scout badges

anchors and juniors sections. ncos wear chevrons on their upper right arm. staff sergeants act within the company as officers and do not stand in the ranks; however as staff sergeants are boys of the brigade, they can still partake in company activities and competitions, and still earn awards and badges...

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(a) $f '(x) $ (for $z\ll $) and $a> $(for $z\... calculus integration analysis asymptotics hypergeometric-function asked hours ago shoutoutandcalculate silver badges bronze badges votes answer views what will be the value(s) of $a$ for wich limit is defined?

like to teach my students to prove the derivative using logarithmic differentiation: egin{align} y&... calculus exponential-function solution-verification asked hours ago andrew chin gold badge silver badges bronze badges votes answers views wirtinger derivatives and laplace operator i need to show...

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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 unitary operators preserve the inner product between the vectors they act on. let $h$ be a hilbert space and $u$ a unitary operator

on $h$, that is, $u^st u=uu^st =i$ where $u^*$ denotes the adjoint of $u$. then it is immediately clear that for $f,g\in h$ we have $$ \langle ... notation hilbert-spaces physics inner-product-space asked hours ago math . k gold badges silver badges bronze badges vote answer views does the closure make...

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we have that egin{equation} \lambda_t=m+\int_r \phi_{t-s}dp_s \end{equation} where $m$ $=$ exogenous factor. we have: egin{equation} m=egin{pmatrix} \mu\ \mu\ \ \end{pmatrix} \end{... fourier-analysis fourier-transform convolution asked hours ago user bronze badges votes answers views zero-order bessel

let $f(x) = \sqrt{ +x^ }^{-lpha}$, and $g(x) = \sqrt{ +x^ }^{-eta}$ for some $lpha, eta > $ satisfying $lpha + eta > $. then let $$(f * g)(y) := \int _{\mathbb{r}} rac{ }{( +x^ )^... analysis fourier-analysis convolution approximation-theory asked days ago marc_adrien bronze badges votes answer views...

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