Friday, 27 July 2007
Thursday, 26 July 2007
Problem: PDQ Java distribution is not compatible with Java 6?
These 3 kind of errors occur during the compile of the API:
Severity and Description Path Resource Location Creation Time Id
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String, Parameters) Thesis/src/com/perfdynamics/pdq MVA.java line 432 1185383257573 64
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String, String) Thesis/src/com/perfdynamics/pdq PDQ.java line 381 1185383257470 51
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String) Thesis/src/com/perfdynamics/pdq PDQ.java line 379 1185383257470 50
I should try to backdate the java version to 5.
Severity and Description Path Resource Location Creation Time Id
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String, Parameters) Thesis/src/com/perfdynamics/pdq MVA.java line 432 1185383257573 64
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String, String) Thesis/src/com/perfdynamics/pdq PDQ.java line 381 1185383257470 51
The method printf(String, Object[]) in the type PrintStream is not applicable for the arguments (String) Thesis/src/com/perfdynamics/pdq PDQ.java line 379 1185383257470 50
I should try to backdate the java version to 5.
Tuesday, 10 July 2007
Notes for Observational/Operational Laws
A = number of arrivals at the queueing center
C = number of completions departing the queueing center
T = Measurement or observation period
B = Total time the system was busy during T
arrival rate: lamda = A/T
throughput: X = C/T
mean service time: S = B/C
utilization: U = B/T (it is actually a special case of Little's Law)
Little's LAW: Q = lamda x R (or L=AW)
Q: average queue length
R: average residence time spent at the center (time waiting in line + service time)
C = number of completions departing the queueing center
T = Measurement or observation period
B = Total time the system was busy during T
arrival rate: lamda = A/T
throughput: X = C/T
mean service time: S = B/C
utilization: U = B/T (it is actually a special case of Little's Law)
Little's LAW: Q = lamda x R (or L=AW)
Q: average queue length
R: average residence time spent at the center (time waiting in line + service time)
Monday, 9 July 2007
Constrains
- no blocking mechanisms involved.
- this means that only nodes with infinite servers (delay centers), or nodes with infinite capacity servers are going to be used.
- this means that only nodes with infinite servers (delay centers), or nodes with infinite capacity servers are going to be used.
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