Monte Carlo simulation of detection sensitivity

SC Stephen Cristiano
AL Alessandro Leal
JP Jillian Phallen
JF Jacob Fiksel
VA Vilmos Adleff
DB Daniel C. Bruhm
SJ Sarah Østrup Jensen
JM Jamie E. Medina
CH Carolyn Hruban
JW James R. White
DP Doreen N. Palsgrove
NN Noushin Niknafs
VA Valsamo Anagnostou
PF Patrick Forde
JN Jarushka Naidoo
KM Kristen Marrone
JB Julie Brahmer
BW Brian D. Woodward
HH Hatim Husain
KR Karlijn L. van Rooijen
Mai-Britt Worm Ørntoft
AM Anders Husted Madsen
CV Cornelis J.H. van de Velde
MV Marcel Verheij
AC Annemieke Cats
CP Cornelis J.A. Punt
GV Geraldine R. Vink
NG Nicole C.T. van Grieken
MK Miriam Koopman
RF Remond J.A. Fijneman
JJ Julia S. Johansen
HN Hans Jørgen Nielsen
GM Gerrit A. Meijer
CA Claus Lindbjerg Andersen
RS Robert B. Scharpf
VV Victor E. Velculescu
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We used Monte Carlo simulation to estimate the probability of detecting a molecule with a tumor-derived alteration. Briefly, we generated 1 million molecules from a multinomial distribution. For a simulation with m alterations, wild-type molecules were simulated with probability p and each of the m tumor alterations were simulated with probability (1-p)/m. Next, we sampled g * m molecules randomly with replacement, where g denotes the number of genome equivalents in 1 ml of plasma. If a tumor alteration was sampled s or more times, we classified the sample as cancer-derived. We repeated the simulation 1000 times, estimating the probability that the in silico sample would be correctly classified as cancer by the mean of the cancer indicator. Setting g = 2000 and s = 5, we varied the number of tumor alterations by powers of 2 from 1 to 256 and the fraction of tumor-derived molecules from 0.0001% to 1%.

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