Explore the application of field theory to analyze d-dimensional turbulence in this conference talk by Mahendra K Verma. Delve into the complex world of turbulence modeling, drawing parallels between Quantum Field Theory and turbulent flows. Examine universal power laws in turbulence, their similarities to critical phenomena, and efforts to develop theories based on Navier-Stokes equations. Investigate connections between turbulence and conformal field theory, as well as the mapping of black-hole solutions to relativistic fluid equations. Gain insights into the relationships between vorticity and loop equations in gauge theories, and explore the investigation of singularities in Navier-Stokes and Euler equations. Discover how this talk contributes to bridging fragmented approaches in understanding and predicting turbulence, focusing on connections between turbulence, field theory, statistical mechanics, and critical phenomena.