scholarly journals Elements and evolutionary determinants of genomic divergence between paired primary and metastatic tumors

2021 ◽  
Vol 17 (3) ◽  
pp. e1008838
Author(s):  
Ruping Sun ◽  
Athanasios N. Nikolakopoulos

Can metastatic-primary (M-P) genomic divergence measured from next generation sequencing reveal the natural history of metastatic dissemination? This remains an open question of utmost importance in facilitating a deeper understanding of metastatic progression, and thereby, improving its prevention. Here, we utilize mathematical and computational modeling to tackle this question as well as to provide a framework that illuminates the fundamental elements and evolutionary determinants of M-P divergence. Our framework facilitates the integration of sequencing detectability of somatic variants, and hence, paves the way towards bridging the measurable between-tumor heterogeneity with analytical modeling and interpretability. We show that the number of somatic variants of the metastatic seeding cell that are experimentally undetectable in the primary tumor, can be characterized as the path of the phylogenetic tree from the last appearing variant of the seeding cell back to the most recent detectable variant. We find that the expected length of this path is principally determined by the decay in detectability of the variants along the seeding cell’s lineage; and thus, exhibits a significant dependence on the underlying tumor growth dynamics. A striking implication of this fact, is that dissemination from an advanced detectable subclone of the primary tumor can lead to an abrupt drop in the expected measurable M-P divergence, thereby breaking the previously assumed monotonic relation between seeding time and M-P divergence. This is emphatically verified by our single cell-based spatial tumor growth simulation, where we find that M-P divergence exhibits a non-monotonic relationship with seeding time when the primary tumor grows under branched and linear evolution. On the other hand, a monotonic relationship holds when we condition on the dynamics of progressive diversification, or by restricting the seeding cells to always originate from undetectable subclones. Our results highlight the fact that a precise understanding of tumor growth dynamics is the sine qua non for exploiting M-P divergence to reconstruct the chronology of metastatic dissemination. The quantitative models presented here enable further careful evaluation of M-P divergence in association with crucial evolutionary and sequencing parameters.

2020 ◽  
Author(s):  
Ruping Sun ◽  
Athanasios N. Nikolakopoulos

ABSTRACTCan metastatic-primary (M-P) genomic divergence measured from next generation sequencing reveal the natural history of metastatic dissemination? This remains an open question of utmost importance in facilitating a deeper understanding of metastatic progression, and thereby, improving its prevention. Here, we utilize mathematical and computational modeling to tackle this question as well as to provide a framework that illuminates the fundamental elements and evolutionary determinants of M-P divergence. Our framework facilitates the integration of sequencing detectability of somatic variants, and hence, paves the way towards bridging the measurable between-tumor heterogeneity with analytical modeling and interpretability. We show that the number of somatic variants of the metastatic seeding cell that are experimentally undetectable in the primary tumor, can be characterized as the path of the phylogenetic tree from the last appearing variant of the seeding cell back to the most recent detectable variant. We find that the expected length of this path is principally determined by the decay in detectability of the variants along the seeding cell’s lineage; and thus, exhibits a significant dependence on the underlying tumor growth dynamics. A striking implication of this fact, is that dissemination from an advanced detectable subclone of the primary tumor can lead to an abrupt drop in the expected measurable M-P divergence, thereby breaking the previously assumed monotonic relation between seeding time and M-P divergence. This is emphatically verified by our single cell-based spatial tumor growth simulation, where we find that M-P divergence exhibits a non-monotonic relationship with seeding time when the primary tumor grows under branched and linear evolution. On the other hand, a monotonic relationship holds when we condition on the dynamics of progressive diversification, or by restricting the seeding cells to always originate from undetectable subclones. Our results highlight the fact that a precise understanding of tumor growth dynamics is the sine qua non for exploiting M-P divergence to reconstruct the chronology of metastatic dissemination. The quantitative models presented here enable further careful evaluation of M-P divergence in association with crucial evolutionary and sequencing parameters.Graphical AbstractHighlightsDepth of most recent detectable variant characterizes Metastatic-Primary divergenceDecay in variant detectability determines the expected M-P divergenceDissemination from late detectable subclone leads to an abrupt drop in M-P divergenceSpatial model verifies growth mode governs M-P divergence dependency on seeding time


1986 ◽  
Vol 72 (4) ◽  
pp. 345-350 ◽  
Author(s):  
Saverio Alberti ◽  
Stefania Filippeschi ◽  
Federico Spreafico ◽  
Elsa Alberti ◽  
Francesco Colotta

Growth of MCA-38/B colon adenocarcinoma was detectable 30-33 days after subcutaneous (s.c.) tumor cell inoculation in mice. Seventy percent of the mice receiving 107 tumor cells, 50 % of those receiving 104, and 15% of the mice given 105 cells developed s.c. tumors (mean of 4 experiments, total of 80 mice per group). Metastases in the presence of a primary tumor were observed in 11% of 107 and in 10% of 106 tumor-cell injected animals. Lung metastases were detected in the absence of tumor growth at the site of s.c. cell injection in 19% of 107, in 8% of 106 and in 5% of 105 and 104 tumor-cell inoculated mice. In parallel experiments an intravenous (i.v.) inoculum of tumor cells produced lung colonies in 40% of 106 and in 14% of 105 tumor-cell injected animals. Smaller inocula did not give rise to lung colonies, thus making it unlikely that accidental i.v. inoculations of tumor cells during the s.c. injections caused the observed metastatic dissemination to the lungs.


2021 ◽  
Vol 11 (1) ◽  
Author(s):  
Gautier Follain ◽  
Naël Osmani ◽  
Valentin Gensbittel ◽  
Nandini Asokan ◽  
Annabel Larnicol ◽  
...  

AbstractTumor progression and metastatic dissemination are driven by cell-intrinsic and biomechanical cues that favor the growth of life-threatening secondary tumors. We recently identified pro-metastatic vascular regions with blood flow profiles that are permissive for the arrest of circulating tumor cells. We have further established that such flow profiles also control endothelial remodeling, which favors extravasation of arrested CTCs. Yet, how shear forces control endothelial remodeling is unknown. In the present work, we aimed at dissecting the cellular and molecular mechanisms driving blood flow-dependent endothelial remodeling. Transcriptomic analysis of endothelial cells revealed that blood flow enhanced VEGFR signaling, among others. Using a combination of in vitro microfluidics and intravital imaging in zebrafish embryos, we now demonstrate that the early flow-driven endothelial response can be prevented upon specific inhibition of VEGFR tyrosine kinase and subsequent signaling. Inhibitory targeting of VEGFRs reduced endothelial remodeling and subsequent metastatic extravasation. These results confirm the importance of VEGFR-dependent endothelial remodeling as a driving force of CTC extravasation and metastatic dissemination. Furthermore, the present work suggests that therapies targeting endothelial remodeling might be a relevant clinical strategy in order to impede metastatic progression.


2015 ◽  
Vol 34 (6) ◽  
pp. 2837-2844 ◽  
Author(s):  
FEDERICO F. CIFUENTES ◽  
RODRIGO H. VALENZUELA ◽  
HÉCTOR R. CONTRERAS ◽  
ENRIQUE A. CASTELLÓN

2011 ◽  
Vol 29 (8) ◽  
pp. 1251-1258 ◽  
Author(s):  
Christian Schaefer ◽  
Malte Schroeder ◽  
Ina Fuhrhop ◽  
Lennart Viezens ◽  
Jasmin Otten ◽  
...  

2020 ◽  
Vol 26 ◽  
pp. 104
Author(s):  
Carlo Orrieri ◽  
Elisabetta Rocca ◽  
Luca Scarpa

We study a stochastic phase-field model for tumor growth dynamics coupling a stochastic Cahn-Hilliard equation for the tumor phase parameter with a stochastic reaction-diffusion equation governing the nutrient proportion. We prove strong well-posedness of the system in a general framework through monotonicity and stochastic compactness arguments. We introduce then suitable controls representing the concentration of cytotoxic drugs administered in medical treatment and we analyze a related optimal control problem. We derive existence of an optimal strategy and deduce first-order necessary optimality conditions by studying the corresponding linearized system and the backward adjoint system.


Oncotarget ◽  
2015 ◽  
Vol 6 (32) ◽  
pp. 32914-32929 ◽  
Author(s):  
Michaela Nelson ◽  
Ming Yang ◽  
Rebecca Millican-Slater ◽  
William J. Brackenbury

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