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1.
J Cell Physiol ; 235(6): 5084-5095, 2020 06.
Article in English | MEDLINE | ID: mdl-31691973

ABSTRACT

Astrocyte elevated gene 1 (AEG-1) is overexpressed in hepatocellular carcinoma (HCC) and is strongly associated with tumor metastasis. Anoikis resistance and autophagy may play an important role in the survival of circulating tumor cells. However, the relationship among AEG-1, anoikis resistance, autophagy, and metastasis in HCC is still not clear. The results of this study indicate that AEG-1 expression is increased in HCC cell lines grown in suspension culture. AEG-1 could enhance anoikis resistance to promote the survival of detached HCC cells. Moreover, the anoikis resistance appears to be partly dependent on autophagy. Regulating AEG-1 expression changed the autophagy levels to modulate anoikis resistance, likely acting via the protein kinase RNA-like ER kinase (PERK)-eIF2α-ATF4-CHOP signaling axis. Finally, inhibiting autophagy by RNA interference prevented the AEG-1-promoted metastasis of HCC xenografts to the liver and lungs of nude mice. Taken together, AEG-1 is a key contributor to anoikis resistance and metastasis by inducing autophagy in vitro and in vivo, and it may be a potential target for therapeutic intervention in HCC.


Subject(s)
Activating Transcription Factor 4/genetics , Carcinoma, Hepatocellular/genetics , Liver Neoplasms/genetics , Membrane Proteins/genetics , RNA-Binding Proteins/genetics , eIF-2 Kinase/genetics , Animals , Anoikis/genetics , Autophagy/genetics , Carcinoma, Hepatocellular/pathology , Cell Line, Tumor , Cell Proliferation/genetics , Flow Cytometry , Gene Expression Regulation, Neoplastic/genetics , Heterografts , Humans , Liver Neoplasms/pathology , Mice , Neoplasm Metastasis , Signal Transduction/genetics
2.
Medicine (Baltimore) ; 98(22): e15751, 2019 May.
Article in English | MEDLINE | ID: mdl-31145291

ABSTRACT

Mallory-Weiss syndrome (MWS) is a relatively less common cause of nonvariceal upper gastrointestinal bleeding. There is limited data on whether scoring systems could be used to predict the clinical outcomes in patients with bleeding due to MWS. The aim of our study is to evaluate whether the Glasgow-Blatchford score (GBS), AIMS65, and shocking index are effective in predicting the clinical outcomes of MWS.One hundred twenty-eight patients from January 2010 to January 2017 with MWS in middle China were enrolled. Clinical features such as age, gender, causes of vomiting, endoscopic findings, GBS, AIMS65, and shocking index were recorded. The clinical outcomes including endoscopic treatment and transfusion were analyzed.MWS accounted for 6.1% of nonvariceal upper gastrointestinal bleeding. Male-to-female ratio was 3.6:1 and median age was 51 years. Patients between 40 and 60 years were more commonly affected; 43.8% of MWS was caused by overdrinking followed by underlying gastric diseases (33.6%). However, for female patients alone, underlying gastric diseases were the leading cause (42.9%). The tears were usually single and most frequently located on the left lateral wall. In receiver-operating characteristic curve analyses, GBS system and shocking index were useful in predicting transfusion (0.856 vs 0.675). But for endoscopic intervention, these scoring systems are not helpful (P > .05).Apart from drinking, underlying gastric disease is another important cause of MWS especially for female patients and should be paid more attention under endoscopy examination. GBS system and shocking index can be used to predict transfusion.


Subject(s)
Gastrointestinal Hemorrhage/pathology , Mallory-Weiss Syndrome/pathology , Risk Assessment/methods , Severity of Illness Index , Adolescent , Adult , Aged , Aged, 80 and over , Area Under Curve , Child , Child, Preschool , Endoscopy , Female , Gastrointestinal Hemorrhage/etiology , Glasgow Outcome Scale , Humans , Infant , Male , Mallory-Weiss Syndrome/complications , Middle Aged , Predictive Value of Tests , Prognosis , ROC Curve , Retrospective Studies , Young Adult
3.
Springerplus ; 5(1): 2023, 2016.
Article in English | MEDLINE | ID: mdl-27995000

ABSTRACT

The permutation transformation of tensors is introduced and its basic properties are discussed. The invariance under permutation transformations is studied for some important structure tensors such as symmetric tensors, positive definite (positive semidefinite) tensors, Z-tensors, M-tensors, Hankel tensors, P-tensors, B-tensors and H-tensors. Finally, as an application of permutation transformations of tensors, the canonical form theorem of tensors is given. The theorem shows that some problems of higher dimension tensors can be translated into the corresponding problems of lower dimension weakly irreducible tensors so as to handle easily.

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