X-Ray computed tomography

linear-algebra

You could use an octree with different depths for the areas of lower or higher resolution.

Related

Find out the values for which the function is continuous [duplicate]
Ultrafilters and self-injections
Find the marginal densities of $X$ and $Y$ knowing $h(x,y)$
Subdirect embedding of a quotient algebra
Density of a quotient. Let $A,B\overset{\tt iid}{\sim} \mathcal{N}(0,1)$, $X=ae^A$ and $Y=be^B$. What is the density of $Z=X/Y$?
Show that if $R^n$ has an eigenvector basis for a matrix A, then there exists an eigenvector basis with respect to the transpose of A
$(\mathbb Z_4\times\mathbb Z_6)/\langle(2,3)\rangle$ is isomorphic to $\mathbb Z_2\times\mathbb Z_6$ or $\mathbb Z_{12}$? [duplicate]
How does $2^{12} \times 3^{12} \times 4^6 \times 8^4 \times 9^6 \times 27^4$ become $6^{36}$?
On the difference between $\vdash A\to B$ and "If $\vdash A$, then $\vdash B$"
Find the roots of $P( z) =2z^{3} +( 9+6i) z^{2} +( 17+3i) z+12-9i$
Show that a smooth map $F : M \rightarrow N$ has Constant rank if $F$ has a linear coordinate representation.
Find the homomorphism corresponding to $(\mathbb Z_4\times\mathbb Z_6)/\langle(2,3)\rangle$