Professor Levin's research interests include the temporal and spatial control of cell division, cell size control, and cell cycle dynamics in bacterial systems.
The Levin Lab studies how cells respond to changes in the environment, specifically changes in the availability of essential nutrient, by altering their growth rate, cell shape, and composition. For example, the Levin Lab asks how cells “know” when they are starving for carbon and how they reduce growth rate and daughter cell production to compensate. Because nutrient starvation typically increases the ability of bacteria to survive in the presence of antibiotics, research in the Levin Lab’s will hopefully help us understand how human pathogens are so adept at acquiring antibiotic resistance, a growing crisis in today’s world. What is it about starving that makes cells more resistant to antibiotics and how can we influence this?
Research Interests
Nutrients, cell growth, cell size, and cell cycle 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)
Nutrient availability is a primary determinant of cell size. Single-celled organisms cultured in nutrient-rich medium can be up to three times the size of their counterparts cultured under nutrient-poor conditions. Understanding the regulatory circuits and molecular mechanisms responsible for coordinating cell growth and cell size with nutrient availability and cell cycle progression is a primary objective of the lab.
Environmental determinants of antibiotic resistance & tolerance
Bacteria are exquisitely sensitive to their environment, displaying chameleon-like changes in growth rate and composition as they adapt to changes in nutrient availability, osmotic stress, and pH. Growth in nutrient-poor conditions leads to accumulation of the small molecule, guanosine tetraphosphate or ppGpp. A global inhibitor of biosynthesis, ppGpp is implicated in antibiotic tolerance and the development of persister cells that survive for long periods in the presence of bacteriocidal compounds.
Taking advantage of our finding that drugs that inhibit fatty acid synthesis drive entry into a persister-like state, we are systematically identifying ppGpp-dependent mechanisms underlying tolerance to antibiotics targeting DNA replication, cell wall synthesis, and protein synthesis. Levin Lab is also investigating a newly identified link between environmental pH and resistance to cell wall active drugs.
Spatial and Temporal Control of Cell Division
In bacteria, cell division is initiated by the assembly of the tubulin-like cytoskeletal protein FtsZ into a ring-like structure at the future division site. The FtsZ ring serves as a scaffold for assembly of the division machinery and constricts at the leading edge of the invaginating septum during cytokinesis. Precisely orchestrated changes in FtsZ assembly dynamics ensure that bacterial cells divide in the right place and at the right time. However, the signals triggering FtsZ assembly at the onset of the cell cycle and driving FtsZ ring constriction at the end of the cell cycle remain elusive. Identifying the regulatory factors coupling FtsZ assembly and division to cell growth and the cell cycle is a major focus of our research.