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Showing results 1 to 7 of 7
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Posts Made By:
joelcheung
Forum:
ShortTerm Actuarial Math
06082019, 01:53 PM
Replies:
0
SOA Exam STAM #328
Views:
154
Posted By
joelcheung
SOA Exam STAM #328
The solution states that 'For losses in AY4 the projection is 2.333 years', and 'For losses in AY3 the projection is 3.333 years'.
May I check what is the start and end points of the...
Forum:
ShortTerm Actuarial Math
06012019, 04:28 AM
Replies:
1
#240
Views:
262
Posted By
joelcheung
#240
May I ask why we have to use the Buhlmann Semiparametric approach to solve this question instead of using the Bayesian inference as stated in the question to tackle this question?
Forum:
ShortTerm Actuarial Math
05182019, 12:59 AM
Replies:
3
SOA 298 #41
Views:
2,045
Posted By
joelcheung
I have a question on the part on the Variance of...
I have a question on the part on the Variance of lambda. I used the formula for the discrete uniform distribution, because the question stated the range using the definite bracket, i.e. [ . ]. But...
Forum:
ShortTerm Actuarial Math
05142019, 08:36 AM
Replies:
4
STAM exercise 323
Views:
864
Posted By
joelcheung
Hi gauchodelpaso, May I know what are the...
Hi gauchodelpaso,
May I know what are the formulas used to solve this question? I am using the ACTEX Sprig 2018 Exam STAM study manual but I couldn't find the formulas needed to solve this...
Forum:
ShortTerm Actuarial Math
05142019, 02:05 AM
Replies:
3
SOA #317
Views:
386
Posted By
joelcheung
Ahh I see, thank you for the explanation!!
Ahh I see, thank you for the explanation!!
Forum:
ShortTerm Actuarial Math
05132019, 08:54 AM
Replies:
3
SOA #317
Views:
386
Posted By
joelcheung
SOA #317
In the newer edition of the SOA Exam STAM sample questions, one of the few newly added question is #317.
I understand that the earned premium of CY2 is 1.092375P but when finding the factor needed...
Forum:
ShortTerm Actuarial Math
12212018, 01:10 PM
Replies:
1
SOA #87
Views:
785
Posted By
joelcheung
SOA #87
Looking at the 6th line in the solution, i.e. E(X20)+ = E(X)  ....
I understand that this line is using the formula E[(X20)+] = E(X)  E[(X^20)],
but how does that second part of the 6th line...
Showing results 1 to 7 of 7
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