Badges woven in the strips

Badges woven in the strips

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when you compare the raw output of an acoustic guitar recorded by a mic and by transducers mounted under the bridge, you will notice that the the transducer output sounds much harsher/crisper/uglier ... acoustic-guitar guitar-effects sound pick-ups asked dec ' at : pro , silver badges bronze badges votes
electric-guitar pick-ups stratocaster asked oct ' at : rich gold badge silver badges bronze badges votes answer views new pickups installed in guitar; mains hum in all positions?...
https://music.stackexchange.com/questions/tagged/pick-ups
badges bronze badges votes answers views finding the tangent line(s) to a curve in d parallel to a plane given the curve $$r(t) = ( − t)i + (t^ )j + (t^ / )k, ~~ t > ~.$$ find a point on the curve at which the tangent line is parallel to the plane $$ x + y + z − = ~.$$ i have done everything ... d plane-curves
tangent-line asked jul ' at : redx bronze badges vote answers views computing integral when the derivative factors (separates) i have a specific smooth function $f(x,y,z) = $ which implicitly defines a function $\widehat{z}(x,y)$. in my analysis of this function's properties, the term $$m(x,y) \equiv...
https://math.stackexchange.com/questions/tagged/plane-curves
"my tire was damaged. i took the damaged tire to the garage." in the above example, the book (summit) refers to the past participles of the transitive verbs as "noun modifiers" and not "adjectives". ... grammar adjectives modifiers participles asked oct ' at : levi silver badge bronze badges votes answers
as far as i've been able to figure out, in the cagel* framework, complements are items that are licensed by some other element (generally the head), so that if an item has to be licensed, it is per ... grammar modifiers complements parsing asked mar ' at : hannah silver badges bronze badges vote answer...
https://english.stackexchange.com/questions/tagged/modifiers
dec ' at : confused_wallet silver badges bronze badges votes answers views property of simultaneous eigenform in analytic number theory i am self studying tom m apostol modular functions and dirichlet series in number theory and i have a doubt in proof of theorem in chapter modular forms with multiplicative
and dirichlet series in number theory and i have a doubt in an argument in chapter . doubt is if $ m_k $ denotes ... analytic-number-theory modular-forms asked dec ' at : user bronze badges votes answer views a sum for the $q$-expansion of eisenstein series of weight $ .$ let $n> $ be a positive integer...
https://math.stackexchange.com/questions/tagged/modular-forms
badges silver badges bronze badges votes answer views holder inequality with $q = \infty$ assume we have a probability space $(\omega, \mathscr{f},p)$. as a part of a proof i found the following: if $x \in l^ $, then for any $\epsilon > $, there exists some $\delta > $ such that ... probability-theory
the sigma algebra a similar question has been asked but this one is more focused on a particular detail. the assumption is that $f$ is measurable with respect to sets in $\mathcal{f}_ $. i understand why $\mathcal{f}_ $... measure-theory asked hours ago petar jovanovski bronze badges votes answer views...
https://math.stackexchange.com/questions/tagged/measure-theory
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