2017
DOI: 10.1158/1535-7163.mct-16-0315-t
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Bone-Seeking Matrix Metalloproteinase-2 Inhibitors Prevent Bone Metastatic Breast Cancer Growth

Abstract: Bone metastasis is common during breast cancer progression. Matrix metalloproteinase-2 (MMP-2) is significantly associated with aggressive breast cancer and poorer overall survival. In bone, tumor or host derived MMP-2 contributes to breast cancer growth and does so by processing substrates including type I collagen and transforming growth factorβ (TGFβ) latency proteins. These data provide strong rationale for the application of MMP-2 inhibitors to treat the disease. However, in vivo, MMP-2 is systemically ex… Show more

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Cited by 29 publications
(38 citation statements)
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“…We hypothesized that the bisphosphonic nature of the inhibitors would ensure specific targeting to the skeleton, thereby avoiding potential dose limiting systemic toxicities noted in prior MMP inhibitor clinical trials [34]. As we reported, two BMMPIs, ML104 and ML115 had IC 50 s for MMP-2 in the nM range (37 and 140nM respectively) but importantly spare the activity of other MMPs including the closely related MMP-2 family member, MMP-9 [26, 35]. For these studies we also included another BMMPI, ML111 that did not show a high degree MMP-2 selectivity (IC 50 = 4.9μM).…”
Section: Resultsmentioning
confidence: 99%
“…We hypothesized that the bisphosphonic nature of the inhibitors would ensure specific targeting to the skeleton, thereby avoiding potential dose limiting systemic toxicities noted in prior MMP inhibitor clinical trials [34]. As we reported, two BMMPIs, ML104 and ML115 had IC 50 s for MMP-2 in the nM range (37 and 140nM respectively) but importantly spare the activity of other MMPs including the closely related MMP-2 family member, MMP-9 [26, 35]. For these studies we also included another BMMPI, ML111 that did not show a high degree MMP-2 selectivity (IC 50 = 4.9μM).…”
Section: Resultsmentioning
confidence: 99%
“…Our mean-field equations take the form of two coupled hierarchies of integro-partial differential equations [see equations (23)- (24)]. These equations can be solved to indicate how many particles one could expect to find within a small region of space are connected to k other cells (referred to as degree k) at time t. We denote by v k the surface density of osteoblasts (number per unit area, [v k ] = mm −2 ) connected to k osteocytes on the bone surface; and w k the number density osteocytes (number per unit volume, [w k ] = mm −3 ) connected to k osteocytes or osteoblasts with position x at time t within the bone.…”
Section: Simulation and Analysismentioning
confidence: 99%
“…In the steady-state travelling wave regime, one can show that the node degrees of the osteocyte network are geometrically distributed when using either the null model (see Section 2.1.1), or the switch-like proposed mechanism (see Section 2.1.3). This effect comes from the difference equation structure shown in (23)- (24) in Appendix C.1.…”
Section: Osteocyte Degree Distributionmentioning
confidence: 99%
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