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Lucas Boczkowski, Emanuele Natale, Ofer Feinerman, Amos Korman
Limits on reliable information flows through stochastic populations
www.ploscompbiol.org
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[()6()4()4()15()-4()]TJ
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2.9139 0 Td
(in)Tj
1.0375 0 Td
(the)Tj
1.4684 0 Td
(Supplementary)Tj
6.2815 0 Td
(Information.)Tj
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(Consider)Tj
3.8891 0 Td
(a)Tj
0.6576 0 Td
(population)Tj
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(of)Tj
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1.0148 0 Td
[(\r)]TJ
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[(\n)15()2()2(\r)22()]TJ
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2.897 0 Td
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(a)Tj
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3.3562 0 Td
[()9()11(\n)22()11()]TJ
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2.2507 0 Td
(and)Tj
1.7291 0 Td
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5.0627 0 Td
(algorithmsby)Tj
6.4005 0 Td
(internally)Tj
4.0592 0 Td
(flip-)Tj
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2.0069 0 Td
(coins.)Tj
2.5455 0 Td
(In)Tj
1.0998 0 Td
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3.8097 0 Td
(each)Tj
2.024 0 Td
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(an)Tj
/F12 1 Tf
1.1906 0 Td
[()11( )11()12(\r)18()4()11(\r)]TJ
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(,)Tj
3.4356 0 Td
(which)Tj
2.6418 0 Td
(we)Tj
1.3153 0 Td
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(simplicity)Tj
4.1329 0 Td
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1.0148 0 Td
(be)Tj
1.1395 0 Td
(binary,)Tj
/F12 1 Tf
-34.7865 -1.3039 Td
[()2()]TJ
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(,)Tj
1.5533 0 Td
(either)Tj
2.5342 0 Td
(0)Tj
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1.0999 0 Td
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3.6453 0 Td
[()]TJ
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1.0148 0 Td
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1.0148 0 Td
[()-3()11()12()20()7()8()]TJ
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(.)Tj
3.2258 0 Td
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2.948 0 Td
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2.7496 0 Td
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1.0147 0 Td
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2.3358 0 Td
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1.4683 0 Td
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2.262 0 Td
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1.0261 0 Td
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1.0148 0 Td
(the)Tj
/F12 1 Tf
1.4683 0 Td
[()7()11()-9()20()7()-4()]TJ
2.8403 0 Td
[()11( )11()12(\r)18()4()11(\r)]TJ
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3.4413 0 Td
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1.8708 0 Td
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2.7495 0 Td
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0.8504 0 Td
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1.0205 0 Td
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2.0636 0 Td
(their)Tj
2.109 0 Td
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3.3788 0 Td
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1.9955 0 Td
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2.931 0 Td
[()6()8()10()-3(\n)15()2()8()]TJ
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3.6056 0 Td
(S)Tj
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1.1112 0 Td
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2.999 0 Td
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1.4683 0 Td
[( )4(\n)16()20(\n)11()4()4()15()]TJ
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0 Tc
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(PULL)Tj
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-0.004 Tc
2.8969 0 Td
(model:)Tj
2.9707 0 Td
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(each)Tj
2.0296 0 Td
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0 Tc
2.7043 0 Td
[()]TJ
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0.6179 0 Td
(2)Tj
/F17 1 Tf
0.9354 0 Td
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Q
q
1 j
1 J
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5.9998 0 0 5.9998 339.8173 353.4236 cm
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1 TL
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ET
Q
q
1 j
1 J
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10 0 0 10 344.9763 349.0015 cm
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2.0295 0 Td
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[()]TJ
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1.474 0 Td
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1.1792 0 Td
[()]TJ
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2.3867 0 Td
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2.2054 0 Td
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1.7801 0 Td
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1.1849 0 Td
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1.6555 0 Td
[()]TJ
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1.2245 0 Td
[()]TJ
ET
Q
q
1 j
1 J
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5.9998 0 0 5.9998 313.9086 313.6251 cm
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/F16 1 Tf
1 TL
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(0)Tj
ET
Q
q
1 j
1 J
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10 0 0 10 318.274 309.9968 cm
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/F16 1 Tf
1 TL
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(2)Tj
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(S)Tj
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/F12 1 Tf
1.1849 0 Td
[()]TJ
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Q
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1 j
1 J
0 w
7.4999 0 0 6.6659 355.4645 308.3527 cm
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/F12 1 Tf
1 TL
-0.0053 Tc
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[()]TJ
/F7 1 Tf
(,)Tj
/F12 1 Tf
[()]TJ
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Q
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4.4997 0 0 3.9994 368.7874 310.7338 cm
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/F16 1 Tf
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1 J
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10 0 0 10 372.6992 309.9968 cm
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5.9998 0 0 5.9998 516.9259 300.6425 cm
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1 J
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[()]TJ
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1 j
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7.4999 0 0 6.6659 234.085 282.3307 cm
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[()]TJ
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(,)Tj
/F12 1 Tf
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4.4997 0 0 3.9994 247.4078 284.7685 cm
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/F16 1 Tf
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0.6463 0 Td
[(\r)6()11()-4()-3()]TJ
2.1883 0 Td
[( )4(\n)16()20(\n)16()6()8()11()2()]TJ
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4.2406 0 Td
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4.9039 0 Td
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2.7496 0 Td
[()92()]TJ
1.5534 0 Td
[()-3(\n)22()]TJ
1.474 0 Td
[()10()6(\n)22()]TJ
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[()10()6()]TJ
1.4173 0 Td
[(\r)6()11()-4()-3()]TJ
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[()12(\r)18()12()9()11()-9()]TJ
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[()12()]TJ
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1 j
1 J
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7.4999 0 0 6.6659 489.3165 230.3433 cm
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[()]TJ
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(,)Tj
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[()]TJ
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Q
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1 j
1 J
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5.2497 0 0 4.6661 502.696 232.7811 cm
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/F16 1 Tf
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(0)Tj
ET
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1 j
1 J
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10 0 0 10 506.7779 231.9874 cm
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[()9()11()]TJ
1.3153 0 Td
[(\n)16(\r)24()]TJ
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[()]TJ
ET
Q
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1 j
1 J
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6.9998 0 0 6.9998 220.0251 222.633 cm
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/F16 1 Tf
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1 j
1 J
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