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Carmen C Canavier

Showing results (1-10 of 61) with videos related to

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Journal of Neurophysiology|April 29, 2025
A mean field theory for pulse-coupled neural oscillators based on the spike time response curveCarmen C Canavier
Current Opinion in Neurobiology|December 23, 2014
Phase-resetting as a tool of information transmissionCarmen C Canavier
Biorxiv : the Preprint Server for Biology|October 24, 2023
Synchrony in Networks of Type 2 Interneurons is More Robust to Noise with Hyperpolarizing Inhibition Compared to Shunting Inhibition in Both the Stochastic Population Oscillator and the Coupled Oscillator RegimesRoman Baravalle, Carmen C Canavier
The Journal of Neuroscience : the Official Journal of the Society for Neuroscience|April 24, 2009
Phase-resetting curves determine synchronization, phase locking, and clustering in networks of neural oscillatorsSrisairam Achuthan, Carmen C Canavier
Journal of Mathematical Neuroscience|April 9, 2015
A Mathematical Model of a Midbrain Dopamine Neuron Identifies Two Slow Variables Likely Responsible for Bursts Evoked by SK Channel Antagonists and Terminated by Depolarization BlockNa Yu, Carmen C Canavier
Eneuro|March 12, 2024
Synchrony in Networks of Type 2 Interneurons Is More Robust to Noise with Hyperpolarizing Inhibition Compared to Shunting Inhibition in Both the Stochastic Population Oscillator and the Coupled Oscillator RegimesRoman Baravalle, Carmen C Canavier
Mathematical Biosciences|May 13, 2010
Pulse coupled oscillators and the phase resetting curveCarmen C Canavier, Srisairam Achuthan
Journal of Neurophysiology|March 6, 2002
Electrical coupling between model midbrain dopamine neurons: effects on firing pattern and synchronyAlexander O Komendantov, Carmen C Canavier
Mathematical Biosciences|November 4, 2024
Existence and stability criteria for global synchrony and for synchrony in two alternating clusters of pulse-coupled oscillators updated to include conduction delaysAnanth Vedururu Srinivas, Carmen C Canavier
Journal of Computational Neuroscience|February 24, 2011
Effects of conduction delays on the existence and stability of one to one phase locking between two pulse-coupled oscillatorsMichael Marmaduke Woodman, Carmen C Canavier
Pageof 7

Showing results (1-10 of 61) with videos related to

Sort By:
Pageof 7
Journal of Neurophysiology|April 29, 2025
A mean field theory for pulse-coupled neural oscillators based on the spike time response curveCarmen C Canavier
Current Opinion in Neurobiology|December 23, 2014
Phase-resetting as a tool of information transmissionCarmen C Canavier
Biorxiv : the Preprint Server for Biology|October 24, 2023
Synchrony in Networks of Type 2 Interneurons is More Robust to Noise with Hyperpolarizing Inhibition Compared to Shunting Inhibition in Both the Stochastic Population Oscillator and the Coupled Oscillator RegimesRoman Baravalle, Carmen C Canavier
The Journal of Neuroscience : the Official Journal of the Society for Neuroscience|April 24, 2009
Phase-resetting curves determine synchronization, phase locking, and clustering in networks of neural oscillatorsSrisairam Achuthan, Carmen C Canavier
Journal of Mathematical Neuroscience|April 9, 2015
A Mathematical Model of a Midbrain Dopamine Neuron Identifies Two Slow Variables Likely Responsible for Bursts Evoked by SK Channel Antagonists and Terminated by Depolarization BlockNa Yu, Carmen C Canavier
Eneuro|March 12, 2024
Synchrony in Networks of Type 2 Interneurons Is More Robust to Noise with Hyperpolarizing Inhibition Compared to Shunting Inhibition in Both the Stochastic Population Oscillator and the Coupled Oscillator RegimesRoman Baravalle, Carmen C Canavier
Mathematical Biosciences|May 13, 2010
Pulse coupled oscillators and the phase resetting curveCarmen C Canavier, Srisairam Achuthan
Journal of Neurophysiology|March 6, 2002
Electrical coupling between model midbrain dopamine neurons: effects on firing pattern and synchronyAlexander O Komendantov, Carmen C Canavier
Mathematical Biosciences|November 4, 2024
Existence and stability criteria for global synchrony and for synchrony in two alternating clusters of pulse-coupled oscillators updated to include conduction delaysAnanth Vedururu Srinivas, Carmen C Canavier
Journal of Computational Neuroscience|February 24, 2011
Effects of conduction delays on the existence and stability of one to one phase locking between two pulse-coupled oscillatorsMichael Marmaduke Woodman, Carmen C Canavier
Pageof 7