100 reputation
9
bio website vk.com/max.panachev
location Yekaterinburg, Russia
age 26
visits member for 4 years, 3 months
seen Aug 21 at 10:16

Young researcher.


Jul
30
awarded  Teacher
Jul
2
awarded  Curious
Feb
22
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
added 7 characters in body
Feb
22
accepted Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
Feb
22
comment Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
@127.0.9.6 Kriging, e.g., gives us pretty good quality measure.
Feb
20
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
deleted 4 characters in body
Feb
20
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
added 11 characters in body; deleted 4 characters in body
Feb
20
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
clarifying
Feb
20
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
edited title
Feb
20
revised Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
clarifying
Feb
18
asked Structure of the functional space $\int_ {- \infty} ^ \infty f (x) dx = 1 $
Jul
27
revised Minimization problem as PDE
formulas numeration
Jul
27
revised Minimization problem as PDE
qualification fix
Jul
27
comment Minimization problem as PDE
Oh, I'm sorry. But now it seems to me that the derivatives are taken with respect to $I(x)$.
Jul
27
revised Minimization problem as PDE
some fixes
Jul
27
comment Minimization problem as PDE
Thanks! I'll keep it in mind.
Jul
27
comment Minimization problem as PDE
Ok, maybe you're right and $f(\cdot)=||\cdot||_{L^1}$. Can you give your mathematical interpretations of $f'_x(\nabla I(x))$ and $g'_x(H*I(x)-I_0(x))$ in such case?
Jul
26
awarded  Autobiographer
Jul
26
asked Minimization problem as PDE
Aug
12
accepted Help me to understand the Gaussian blurring (2)