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Peter A. Robinson

Researcher at University of Sydney

Publications -  495
Citations -  17549

Peter A. Robinson is an academic researcher from University of Sydney. The author has contributed to research in topics: Plasma oscillation & Wave packet. The author has an hindex of 61, co-authored 489 publications receiving 16034 citations. Previous affiliations of Peter A. Robinson include NASA Headquarters & University of Colorado Boulder.

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Deconvolution of neural dynamics from fMRI data using a spatiotemporal hemodynamic response function

TL;DR: Both simulated and empirical data are used to demonstrate that using a physiologically based model of the spatiotemporal hemodynamic response function (stHRF) results in a quantitative improvement of the estimated neuronal response relative to unphysical space-time separable forms.
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Numerical modeling of type III solar radio bursts in the inhomogeneous solar corona and interplanetary medium

TL;DR: In this paper, the first numerical calculations for type III solar radio bursts in the inhomogeneous solar corona and interplanetary medium were presented for microscale quasilinear and nonlinear processes, intermediate-scale driven ambient density fluctuations, and large-scale evolution of electron beams.
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Fundamental and harmonic radiation in type III solar radio bursts

TL;DR: In this paper, the authors investigated type III solar radio bursts by modeling the propagation of the electron beam and the generation and subsequent propagation of waves to the observer, and compared predictions from this model with particle, Langmuir wave, and radio data from the International Sun Earth Explorer-3 (ISSE-3) spacecraft and with other observations to clarify the roles of fundamental and harmonic emission in type III radio bursts.
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Multiple electron beam propagation and Langmuir wave generation in plasmas

TL;DR: In this paper, the effects of beam injection parameters on the generation of the Langmuir waves were studied, in particular, for the injection of two equal copropagating beams, the temperature, initial number density and location of the injected particles are found to be relevant to fine structures in wave levels.