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Do precursor polyp burdens help distinguish Lynch versus non-Lynch microsatellite unstable colorectal cancers?

Craig Messick, James M Church, Graham Casey, Matthew F Kalady
2010 Hereditary Cancer in Clinical Practice  
Craig Messick, James M Church, Graham Casey, Matthew F Kalady * From 13th Annual Meeting of the Collaborative Group of the Americas on Inherited Colorectal Cancer Honolulu, Hawaii, USA. 16-17 October 2009  ...  These findings may help guide investigation into suspected Lynch syndrome. Do precursor polyp burdens help distinguish Lynch versus non-Lynch microsatellite unstable colorectal cancers?  ... 
doi:10.1186/1897-4287-8-s1-p12 pmcid:PMC2876284 fatcat:t4qxt4vkhrd6zolcq244ea7u54

Hereditary Colorectal Cancer-Part II

Anders Merg, Henry T. Lynch, Jane F. Lynch, James R. Howe
2005 Current problems in surgery  
J Laryngol Otol 2002;116:221-3). 579 B) Gingival papules in a CS patient (reproduced with permission from Sogol PB, Sugawara M, Gordon HE, Shellow WV, Hernandez F, Hershman JM.  ...  James French, Warthin's successor as chairman of pathology at the University of Michigan, heard about Lynch's research on Families N and M, and recalled that Warthin, his predecessor, had discovered a  ... 
doi:10.1067/j.cpsurg.2005.02.003 pmid:15900295 fatcat:cfnd6a2myfhz5nqix22eq7cr74

Convergence Laws for Random Graphs [chapter]

James F. Lynch
1998 Logic Colloquium '95  
0.2, and 01 ¢} a2 is max (d 11 d 2 ) , and the depth of an equivalence class C of =, we will put C F= a if w F= a for some w E C.  ...  .,,; cn -1/2 for some constant c, and n-+oo lim pr(w F (J, 71,) = 1 if p(n) » 11,-1/2. lim pr(w F (J, n) = 0 if p(n) ~ 11,-1/2, n-+oo lim pre W F (J, n-+oo Convergence on arithmetic subsequences is demonstrated  ... 
doi:10.1007/978-3-662-22108-2_9 dblp:conf/logicColl/Lynch95 fatcat:xnez2ltz7bfanf7vg7j7q7fcjm

Shallow-Water Acoustics

William A. Kuperman, James F. Lynch
2004 Physics today  
f x¡ y¢ .  ...  s i s i r r r r r r r exp ) , ( 4 ) ( ) ( ) [ ( ) ( )] + − − − − − + − + + − + − + + + + + + = µ µ µ µ µ µ µ µ µ π k k F a a k k F a a k k F a a k k F a a S SOFT SPHEROID (WHALE) AS SCATTERING BODY To  ... 
doi:10.1063/1.1825269 fatcat:bclxnqxsvnh5tfjfgg2viseiau

A Criterion for Stability in Random Boolean Cellular Automata [article]

James F. Lynch
1993 arXiv   pre-print
This article is a continuation of the efforts begun in Luczak and Cohen [3] and Lynch [4] .  ...  The two constant functions f (x, y) = 0 and f (x, y) = 1 are trivially canalyzing, as are the four functions that depend on only one argument: f (x, y) = x, f (x, y) = ¬x, f (x, y) = y, and f (x, y) =  ... 
arXiv:adap-org/9305001v1 fatcat:xydcxkjcgvfkfpf2sefod5d54y

Almost sure theories

James F. Lynch
1980 Annals of Mathematical Logic  
For s,mae simple cou,ltablc struetm'cs ~1, we show tilat Nllr) ix almost all of *t~2 or almost none of it. f~r certain tope)ogles and nleasures.  ...  [(d)k i.e. f(c)(r)= f(d)(r). Similarly f~ is 1-1. and since f also preserves S,~. f, is an isomorphism. It is clear that f~ is onto.  ...  O) where O=~ or 1, we can define a Markov chain (P,0 ..... ) . ) Theorem 1.10 (Lynch [11] ), Let X c_{O, 1}*. Then X ~ NP//and only if there is a sentence tr such that X = {e :S~c,, e) ¢ ~}.  ... 
doi:10.1016/0003-4843(80)90014-5 fatcat:su7rjqe7djepfpodcoifbkckqu

Classic Pages

1967 Circulation Research  
doi:10.1161/01.res.21.4.496 fatcat:x5njq2lk65gw5cfhonajwnr5kq

On the Threshold of Chaos in Random Boolean Cellular Automata [article]

James F. Lynch
1993 arXiv   pre-print
for f ri . 3. f ri ∈ C.  ...  The extensions that we will use are described in full generality in Lynch [7] . Fixing n, put k = k(n) and index the elements of D n by d 1 , . . . , d k .  ... 
arXiv:adap-org/9309001v1 fatcat:qsossksnlrdkxj2vo5kebvfqiu


2007 Current Developments in Mathematical Biology  
We have µ = F (1) and σ 2 = F (1) + F (1) − (F (1)) 2 .  ...  The iterates of F (z) are defined by F 0 (z) = z and F t+1 (z) = F (F t (z)) for t ≥ 0. (2) Then Theorem 1.  ... 
doi:10.1142/9789812706799_0002 fatcat:6eatjzjz4bevloewtffzmrqazu

The visually distinct configurations of k sets

James F. Lynch
1981 Discrete Mathematics  
Now every P E: A (K, x) cali be obtained by choosing a set M c >K such tIeat 1 All < 2kx, and then choosing f such that for every (a, b) E P, if a # b then a E A4 +(k*-k)4og U(k)< 3kL/4+ k+log k. or b  ... 
doi:10.1016/0012-365x(81)90272-7 fatcat:tkoc3lfk3vb3zhmaxibgx2olyy

A Logical Characterization of Individual-Based Models

James F. Lynch
2008 Logic in Computer Science  
Lotka-Volterra Model dx dt = ax − bxy dy dt = −cy + bxy James F. Lynch A Logical Characterization of Individual-Based Models  ...  Lynch A Logical Characterization of Individual-Based Models Metafinite Models Continued Definition 1 A vocabulary is a triple (W, F, G) where W is a set of weight function symbols F is a set  ...  Lynch A Logical Characterization of Individual-Based Models What Is an Individual-Based Model?  ... 
doi:10.1109/lics.2008.27 dblp:conf/lics/Lynch08 fatcat:av4jlinlbvfcthbpnrpcfsesky

Taxonomic classes of sets

James F Lynch
1990 Journal of combinatorial theory. Series A  
Conversely, for any nonempty S, (U', S) is in the range of$ Therefore in these two cases the exponential generating series for S is In case (III) it is JAMES F. LYNCH .;, 5 = eli. , .  ...  Therefore by induction where the partial derivatives F, and F,.,. are evaluated at z = r and w = s.  ... 
doi:10.1016/0097-3165(90)90054-z fatcat:p43qvbobvvbj5bwdatjsf4yske

Stochastic flux analysis of chemical reaction networks

Ozan Kahramanoğulları, James F Lynch
2013 BMC Systems Biology  
and Lynch; licensee BioMed Central Ltd.  ...  Left: A 0 = 1, F [2, 2.5] (0.1); Mid: A 0 = 10, F [1.7, 1.8] (0.1); Right: A 0 = 100, F [0.3, 0.4] (0.1).  ... 
doi:10.1186/1752-0509-7-133 pmid:24314153 pmcid:PMC3878955 fatcat:24icc4chtfhkpddbqrrb2vvzxi

Effects of forest fragmentation on breeding bird communities in Maryland, USA

James F. Lynch, Dennis F. Whigham
1984 Biological Conservation  
F.,Robbins, C. S., Lynch, J. F., Whitcomb, B. L., Klimkiewicz, M. K. & Bystrak, D. (1981). Effects of forest fragmentation on avifauna of the eastern deciduous forest.  ...  James &Wamer, 1982) .  ... 
doi:10.1016/0006-3207(84)90039-9 fatcat:u45y22qouvbuvklf4qol6w3dre

Probabilities of Sentences about Very Sparse Random Graphs

James F. Lynch
1992 Random structures & algorithms (Print)  
If there exists an isomorphism f from (Zo, Eo, cy, . . . , cp) onto ( Z 1 , E 1 , c : , . . . , c f ) such that for each 1: E Zo, j tree(GO, z) ! i tree(G', f(z)), then we say that Go 11 G1 via f.  ...  ) lim u(n, m) = U , f o r all m E w.  ... 
doi:10.1002/rsa.3240030105 fatcat:jctrrksmsffrzfpzwpd2ifqik4
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