Assignment: GS540 HW6
Name: {YOURNAME}
Email: {YOUREMAIL}
Language: {YOURLANGUAGE}
Running time: {YOURRUNTIME}

Real data:
10 {# of segments with score >= 10}
11 {# of segments with score >= 11}
12 {# of segments with score >= 12}
.
.
.
list all the segment score counts for scores between 10 and 30
(only first/last 3 shown here)
.
.
.
28 {# of segments with score >= 28}
29 {# of segments with score >= 29}
30 {# of segments with score >= 30}


Simulated data:
10 {# of segments with score >= 10}
11 {# of segments with score >= 11}
12 {# of segments with score >= 12}
.
.
.
list all the segment score counts for scores between 10 and 30
(only first/last 3 shown here)
.
.
.
28 {# of segments with score >= 28}
29 {# of segments with score >= 29}
30 {# of segments with score >= 30}


Ratios of simulated data:
N_seg(10)/N_seg(11) {# of segments with score >= 10 / # of segments with score >= 11}
N_seg(11)/N_seg(12) {# of segments with score >= 11 / # of segments with score >= 12}
N_seg(12)/N_seg(13) {# of segments with score >= 12 / # of segments with score >= 13}
.
.
.
list all ratios
(only first/last 3 shown here)
.
.
.
N_seg(27)/N_seg(28) {# of segments with score >= 27 / # of segments with score >= 28}
N_seg(28)/N_seg(29) {# of segments with score >= 28 / # of segments with score >= 29}
N_seg(29)/N_seg(30) {# of segments with score >= 29 / # of segments with score >= 30}


Comments about the ratios you observe above, and what a reasonable threshold S should be for the real data.

Program: