# Where i can find the proof of the classical result : lim ( u -> 0) [ e^u - 1]/u = 1?

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• Where i can find the proof of the classical result : lim ( u -> 0) [ e^u - 1]/u = 1?

f ″ (s) = E U 1 2 exp ... So we can find some s γ ∈(0,s 0) s ... Proof of the main result. In this section we will use a generic r.v. X
Positive: 52 %
... ruin probability asymptotics for risk processes with claims of subexponential tails for ... (0,1) ϵ ″ ∈ (0, 1), we have e(u) ... we can find some ...
Positive: 49 %

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Boltzmann entropy of the classical gas 1. ... We always suppose that U(q) is spherically symmetric, i.e. U(q) ... (u,n) = lim D%R3 1 |D| S(|D|u,D,D|n) = 3 2
Positive: 52 %
solving linear and nonlinear Volterra integral ... the unknown function u(x), so Eu:Pc[0,1]→R ... and we can use different software to find a
Positive: 47 %
An extension problem related to the fractional ... y>0 We will show that an«,. „ 1 u(x. y) — u(x, 0) C(—A) f = lim -y a u v ... we can find a