Gompertz Growth Model problem with an equation of $P=a\ln(\frac{k}{P})$
51666
If $\frac{a(26.273)^b}{a(27.165)^b}=1.0065809$, find the values of $a$ and $b$
69945
A PDE exercise from Gilbarg Trudinger. problem 2.2
51019
Polynomial problem with two conditions
116013
Problem applying L'Hopitals rule.
98662
$P(|X|\ge\lambda a)\ge (1-\lambda)^2a^2$ for $0\le \lambda \le 1$
49353
How do you solve the Initial value probelm $dp/dt = 10p(1-p),    p(0)=0.1$?
66089
Using AM-GM to prove $\lim_{p\to 0}$ of the $p$-mean is equal to the GM.
124390
Derivative of Legendre polynomial satisfies $\int P'_m(x) P'_n (x) (1-x^2) dx = 0$
1794
$\exp(A+B)$ and Baker-Campbell-Hausdorff
27946
Inequality problem involving QM-AM-GM-HM or Cauchy Schwarz inequality
37055
Show that $\lim _{r \to 0} \|T_rf−f\|_{L_p} =0.$
31872
Two similar limit problems
49061
Show that $\int_{\partial P}z\frac {f'(z)} {f(z)} dz $ is on the lattice $\Lambda$
120533
A harmonic function with sublinear growth at infinity is constant
122127
An "AGM-GAM" inequality
62211
Partial Differential Equation $U_t - (U_x)^2 = 0$
39723
$\int_2^\infty \left(\frac1{x\log^2x}\right)^p\mathrm dx$ diverges for p>1