1.CH3-p4
Is o(dt) meaning 0?
I never saw it before.
2.CH3-p18-Section 4.3 Asymptotic distribution of mu
Why do we discuss the asymptotic distribution of mu in particular?
What is the meaning of this step?
What will happen if mu is not a asymptotic distribution?
3.CH3-p31
Why does the first term in the integrating factor method disappear?
I don't know how to integrate the first term.It's strange.
4.CH4-p11
In Proof, why P[N_(t+s)=1|T_0=s]=P[N_(t+s)-N_s=0|T_0=s]?
I can understand that T_1 is the probability that 1 events occur between time 0 and time t+s.
Since T_0 is the probability that no events occur between time 0 and time s, doesn't it mean N_s=0?
Is o(dt) meaning 0?
I never saw it before.
2.CH3-p18-Section 4.3 Asymptotic distribution of mu
Why do we discuss the asymptotic distribution of mu in particular?
What is the meaning of this step?
What will happen if mu is not a asymptotic distribution?
3.CH3-p31
Why does the first term in the integrating factor method disappear?
I don't know how to integrate the first term.It's strange.
4.CH4-p11
In Proof, why P[N_(t+s)=1|T_0=s]=P[N_(t+s)-N_s=0|T_0=s]?
I can understand that T_1 is the probability that 1 events occur between time 0 and time t+s.
Since T_0 is the probability that no events occur between time 0 and time s, doesn't it mean N_s=0?