452 research outputs found
Studies of stem cell and adhesion proteins in breast cancer
Breast cancer is the commonest cancer and second leading cause of cancer death in women. It
has been shown that breast cancer tumorigenic/stem cell like cells are CD24-/low
CD44+EpCAM+. These cells constitute less than 5% of the cells within a cancer and are
probably responsible for recurrence and metastasis. In the first paper of the thesis we show
that there is uncoupling of the ERα regulated morphological phenotype from the cancer stem
cell phenotype in human breast cancer cells. Experimental silencing of ERα resulted in a
reduced epithelial appearance and partial reduction of CD24 mRNA, while levels of CD44
and EpCAM were unaltered. Moreover, knockdown of ERα led to a change in the
morphology of the cells similar to the epithelial to mesenchymal transition phenotype and was
associated with decreased E-cadherin level. Our findings offer new insights into the regulation
of the breast cancer cell phenotype by ERα.
In the second and third papers we chose to immunoprecipitate the stem cell and cell adhesion
protein EpCAM to identify new EpCAM interacting proteins. We have found a candidate
EpCAM associated protein named Endoplasmic Reticulum Aminopeptidase 2 (ERAP2).
ERAP2 was co-precipitated and colocalized with EpCAM in breast cancer cells both in the
cytoplasm/ER and the plasma membrane. We expressed the two proteins in vitro in presence
of dog pancreas rough microsomes (ER vesicles) and confirmed N-linked glycosylation of
both proteins and the size of EpCAM. We conclude that the association between ERAP2 and
EpCAM is a unique and novel finding, providing new ideas on how antigen presentation may
be regulated.
In the third paper we continue to search for EpCAM associated proteins using coimmunoprecipitation (IP) and mass spectrometry. We found that Annexin A2 co-precipitated
with EpCAM. IP, Western blotting and reverse co-IP confirmed the finding. Furthermore both
EpCAM and Annexin A2 colocalized in the cytoplasm and cell membrane in EpCAM+ cells.
This association requires more studies to show the role of Annexin A2 in breast cancer.
In the fourth paper we have assembled a list of genes potentially associated with the breast
cancer stem cells and genes that are involved in epithelial-mesenchymal transition (EMT). We
performed a gene expression clustering analysis of breast cancer cell lines using cancer cell
lines encyclopedia and GenePattern. We found three clusters, one epithelial (cluster alpha),
one mesenchymal (beta) and a third (gamma). Both cluster beta and gamma were
characterized by relatively low levels of ESR1 (ERα) as compared to cluster alpha. Clustering
analysis performed on clinical samples also generated two distinct groups with low ESR1
levels. Further analysis of these three clusters will show whether there are unique gene
expression patterns or overlap between them, especially between cluster beta and gamma.
Subsequently we have used the same gene list and analyzed different breast cancer datasets
present in the Oncomine ® platform to study relationship between EMT and stem cell
phenotypes expressing these genes and their correlation with molecular subtypes, and clinical
outcome
In AUC, a stigma lives on
In the American University in Cairo, Egypt\u27s most mentally liberated campus, many students are still reluctant when it comes to addressing the Student Counseling Center when they are facing problems. AUC\u27s Dina Salah ElDin reports
Indicators of variance in the frequency of terrorist attacks across Egyptian governorates
This paper explores different factors associated with the apparent urban concentration of terrorist attacks in Egypt (outside Sinai) since July 2013. The effect of socio-economic variables such as unemployment and poverty on terrorism are assessed in addition to other variables like multitude of targets, logistical considerations, and Islamist support base. Using data collected from local media sources, the results presented in this paper show that support for Islamist parties correlates positively with the number of terrorist attacks. Socio-economic factors like poverty and overall unemployment rate appear to have little explanatory value. The results also suggest that the urban-rural divide in the terrorism literature should not be taken at its face value but rather should be adapted to fit the local context
Dynamics of Stochastic Systems with Memory (Mathematics and Statistics Colloquium, Wright State University)
We describe an approach to the dynamics of stochastic systems with finite memory using multiplicative cocycles in Hilbert space. We introduce the notion of hyperbolicity for stationary solutions of the stochastic differential system. We then establish the existence of smooth stable and unstable manifolds in a neighborhood of a hyperbolic stationary solution. The stable and unstable manifolds are stationary and asymptotically invariant under the stochastic semiflow. The proof uses ideas from infinite-dimensional multiplicative ergodic theory and interpolation arguments
Improving Building Fabric Energy Efficiency in Hot-Humid Climates using Dynamic Insulation
Peer reviewedPostprin
The Stable Manifold Theorem for Stochastic Differential Equations (Mathematics Colloquium, University of North Carolina, Charlotte)
Stochastic Dynamics of Systems with Memory (Stochastic Analysis Seminar, University of Oxford)
On the Dynamics of Stochastic Differential Equations (Ellis B. Stouffer Colloquium, University of Kansas)
We formulate and outline a proof of the Local Stable Manifold Theorem for stochastic differential equations (SDE\u27s) in Euclidean space (joint work with M. Scheutzow). This is a central result in dynamical systems with noise. Starting with the existence of a stochastic flow for an SDE, we introduce the notion of a hyperbolic stationary trajectory. We prove the existence of invariant random stable and unstable manifolds in the neighborhood of a hyperbolic stationary solution. For Stratonovich noise, the stable and unstable manifolds are dynamically characterized using forward and backward solutions of the anticipating SDE
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