Woven badges

Woven badges

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to be clear, i'm looking ... pathfinder- e lore spellcasting asked dec at : mage in the barrel silver badges bronze badges votes answers views is it possible to cast spells on places that can be seen through a familiar?
spellcasting asked dec at : else silver badge bronze badges votes answers views can the catapult spell be used to move an object?...
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dec ' at : clathratus . k gold badge silver badges bronze badges votes answers views prove function is constant [duplicate] let $f: \mathbb r \to \mathbb r$ be a real function, which is continuous in . there exists one $a \in \mathbb r \backslash\{ , \}$ with $f(x) = f(ax)$ $~~~~(x \in \mathbb r)$.
is there an informative interpretation to why $$\arctan(e)\approx e-\frac $$ they differ by $ \times ^{ }$. trigonometry approximation constants asked dec ' at : tyobrien silver badges bronze badges votes answers views what are some large or small mathematical constants?...
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daniel huybrechts, complex geometry an introduction. i tried studying backwards as much as possible, but i have been stuck on the concepts of almost complex structures ... linear-algebra abstract-algebra complex-analysis linear-transformations complex-geometry asked hours ago john smith kyon bronze badges
vectors $\{v_i\}$ in a basis of $v$ . any vector in $v$ is a linear combination of the vectors $\{v_i\}$ in a basis of $v$ . this means that $ orall u \in v$ we have :$u=u_ v_ +u_ v_ +\cdots + u_nv_n$ i am reading upon a fact about ... linear-algebra linear-transformations asked hours ago xyz bronze badges...
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kulhari silver badges bronze badges vote answer views definitions of differential forms in different coordiante systems a p-form has the definition: $$ \mathbf{\omega} =\omega_{|i_ ...i_p|} \mathbf{d}x^{i_ } \wedge...
the difference between a tensor and a matrix is a subtle but important and well discussed point. in the context of a vector space $v$ over a field $f$ (and its dual $v^*$), briefly put, a $(p, q)$-... matrices terminology definition tensors asked dec ' at : jnez silver badges bronze badges votes answers...
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the answer that was given in class was $( ^n )/ $. i think it's trying to use the theorem that the number of $k$-digit strings that can be formed over $n$ element set is $n^k$. or, i think it ... combinatorics set-partition stirling-numbers asked hours ago james ruan bronze badges votes answer views
from rosen's discrete mathematics and its applications, ed, chapter p. - : it seems to me that both of them are talking about partitioning a set of n ... combinatorics discrete-mathematics combinations set-partition asked feb at : j. doe bronze badges votes answer views notation for partitions of sets...
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