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Apr
25
revised Under what conditions this equation $F(x)=-c x^{n+p} - b x^n + (a-c)x^p -b =0$ has solutions?
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Apr
25
comment Under what conditions this equation $F(x)=-c x^{n+p} - b x^n + (a-c)x^p -b =0$ has solutions?
Thank you for your help. It's great and I have already modify the question.
Apr
25
revised Under what conditions this equation $F(x)=-c x^{n+p} - b x^n + (a-c)x^p -b =0$ has solutions?
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Apr
25
revised Under what conditions this equation $F(x)=-c x^{n+p} - b x^n + (a-c)x^p -b =0$ has solutions?
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Apr
25
asked Under what conditions this equation $F(x)=-c x^{n+p} - b x^n + (a-c)x^p -b =0$ has solutions?
Feb
9
comment solution of first order differential equation and maximal interval
@Amzoti Are you sure that $c$ could be equal to zero? In this case $\frac{2}{x_0}=0$ yields $2=0$
Jan
29
comment $\arctan$ relation
But what about the other relations!
Jan
29
asked $\arctan$ relation
Jan
28
comment Cubic equation (polynomial)
I am curious to know in which conditions we have two reals roots of opposite signs?
Jan
21
asked Maximal distance of a segment
Jan
13
comment Construction of Wiener Process using integral of covariance multiplied by a function
What is your reference
Jan
11
comment Kuhn-Tucker's Conditions for optimization problem with non linear inequalities constraints
Thank very much for your advise. By the way, how to choose beatween maximum and minimum.
Jan
11
comment Kuhn-Tucker's Conditions for optimization problem with non linear inequalities constraints
I am wondering if it is possible to write the expression of $f(x,y,z,t)$ in the form of sum of positive functions
Jan
11
asked Kuhn-Tucker's Conditions for optimization problem with non linear inequalities constraints
Dec
23
revised Confusion about Theorem structure of Structure theorem for Gaussian measures
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Dec
23
revised Confusion about Theorem structure of Structure theorem for Gaussian measures
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Dec
23
revised Confusion about Theorem structure of Structure theorem for Gaussian measures
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Dec
23
revised Confusion about Theorem structure of Structure theorem for Gaussian measures
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Dec
23
asked Confusion about Theorem structure of Structure theorem for Gaussian measures
Dec
7
comment Equivalent definitions of Fourier transform of a measure
As far as I know, element of $\mathscr S'$ is called tempered distribution not a measure which related to measurable space.