MicroRNAs are small molecules that modulate the expression of most genes and so affect nearly every biological process and pathology although, they were only discovered in humans less than 10 years ago. The bottleneck in discovering the functions of miRNAs is in identifying their molecular targets, the majority of which remain unknown. We aim to comprehensively identify direct target genes of epithelial-specific microRNAs and to confirm a number of them by gene target validation approaches.
Role Of The MiR-200 Target Quaking In Alternative Splicing During EMT And Cancer Progression
Funder
National Health and Medical Research Council
Funding Amount
$443,160.00
Summary
The spread of cancer to other organs involves cancer cells changing to a more aggressive state and is a major cause of cancer related death. MicroRNAs are a class of genes that control whether cancer cells become more aggressive by regulating other genes. In this project we will examine the function of a new microRNA target which controls the cancer cell aggression. The outcome will be a better understanding of how cancers spread and the identification of new therapeutic targets.
Glucose is a critical fuel for living organisms and its presence in the gut triggers nerves that slow stomach emptying. However, little is known of how glucose is actually detected in the gut. We have established that sweet taste molecules of the tongue are also present in the gut, where they may detect glucose. This research will measure the expression and function of these molecules in the gut of humans and mice, and reveal key information on their potential as targets in health and disease.
Symmetry in Differential Geometry. Differential geometry is a major branch of mathematics studying shape by using calculus and differential equations. This is a fundamental research project in this area, especially concerned with the interaction between geometry, differential equations, and symmetry. The mathematical notion of symmetry was already formalised early last century and nowadays lies at the very heart of mathematics and physics. Advances in this area provide essential tools in basic s ....Symmetry in Differential Geometry. Differential geometry is a major branch of mathematics studying shape by using calculus and differential equations. This is a fundamental research project in this area, especially concerned with the interaction between geometry, differential equations, and symmetry. The mathematical notion of symmetry was already formalised early last century and nowadays lies at the very heart of mathematics and physics. Advances in this area provide essential tools in basic science and unexpected technological benefits can easily arise (for example, in medical imaging). Fundamental mathematical research is absolutely necessary if Australia is to maintain a presence on the international scientific stage.
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Classification and Invariants in Complex Differential Geometry. Differential geometry is the study of shape using calculus and differential equations. This is a fundamental research project in this area. Complex differential geometry refers to geometry based on the complex numbers, generally a rich and intriguing setting. Geometries will be distinguished by the construction of suitable invariants, both algebraic and analytic. Classification problems will be solved by these means. Of particular i ....Classification and Invariants in Complex Differential Geometry. Differential geometry is the study of shape using calculus and differential equations. This is a fundamental research project in this area. Complex differential geometry refers to geometry based on the complex numbers, generally a rich and intriguing setting. Geometries will be distinguished by the construction of suitable invariants, both algebraic and analytic. Classification problems will be solved by these means. Of particular interest are geometries with a high degree of symmetry, a critical feature that pervades both mathematics and physics. Twistor theory provides the unifying theme for this project.Read moreRead less
Exploiting Increased Autophagy In Bronchial Epithelial Cells: A New Therapeutic Approach For Chronic Obstructive Pulmonary Disease (COPD)
Funder
National Health and Medical Research Council
Funding Amount
$724,161.00
Summary
COPD is incurable, a leading cause of death, and new therapies are urgently needed. Autophagy is a cell response to cell stress conditions, however increased autophagy is harmful. We will investigate the association of increased autophagy with COPD and smoking and evaluate therapies that can reduce autophagy, including zinc-related drugs and novel antibiotics that have been modified to lose their anti-bacterial activity.
Targeting MicroRNA-driven Mesenchymal To Epithelial Transition To Suppress Prostate Cancer Metastasis
Funder
National Health and Medical Research Council
Funding Amount
$741,831.00
Summary
Prostate cancer kills ~3,000 men per year in Australia. The development of metastasis is the major cause of prostate cancer-associated death and has limited treatment options. In this study, we will characterise the role of a group of molecules, termed microRNAs, in prostate cancer metastasis. We will also test whether targeting microRNAs using novel drugs termed antagomiRs is an effective strategy to inhibit metastasis and thereby improve prostate cancer mortality.
Homotopical structures in algebraic, analytic, and equivariant geometry. This is a project for fundamental research in pure mathematics. It is focused on an emerging subfield of complex geometry concerned with spaces and maps that exhibit exceptional flexibility properties, which often go hand-in-hand with a high degree of symmetry. The project aims to develop the foundations of this new area, solve several open problems, and pursue interconnections with and applications to algebraic geometry, c ....Homotopical structures in algebraic, analytic, and equivariant geometry. This is a project for fundamental research in pure mathematics. It is focused on an emerging subfield of complex geometry concerned with spaces and maps that exhibit exceptional flexibility properties, which often go hand-in-hand with a high degree of symmetry. The project aims to develop the foundations of this new area, solve several open problems, and pursue interconnections with and applications to algebraic geometry, complex analysis, geometric invariant theory, and topology.Read moreRead less
Characterising Novel Alternative Splicing Networks That Promote Tumour Cell Plasticity
Funder
National Health and Medical Research Council
Funding Amount
$609,329.00
Summary
During cancer progression, tumour cells can change their properties and become more aggressive and resistant to therapies. We have identified an important regulator of this tumour cell transition, called “Quaking”, which causes widespread changes in gene splicing. We aim to investigate how "Quaking" causes changes in gene splicing and what the effects of these splicing changes are in tumour cells.
Symmetries in real and complex geometry. This project concerns an important area of abstract modern geometry. The results and techniques of the project will lead to significant progress in this area. It will benefit the national scientific reputation, strengthen the research profile of the home institutions, and provide training to young researchers.