The synchronous transit-guided quasi-newton method is an optimization technique used in computational chemistry to locate transition states by efficiently navigating the potential energy surface. This method combines the principles of the quasi-Newton approach, which updates an approximation of the Hessian matrix, with a guiding mechanism that directs the search towards the transition state, ensuring that both forward and backward paths are considered simultaneously. By synchronously updating coordinates and gradients, this method enhances convergence to critical points on the energy landscape.
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