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The Visions of Shamans: Dynamic Instabilities in Neuroscience · Dynamic Instabilities in Neuroscience Bard Ermentrout ... cei cii decay rate change of activity excitatory ... p.31/35.

Jonathan E. Rubin, Natalia A. Shevtsova, G. Bard Ermentrout ...rubin/pub/rubin_etal_jneurophys_2009.pdfMultiple Rhythmic States in a Model of the Respiratory Central Pattern Generator

Rodica Curtu and Bard Ermentrout- Oscillations in a refractory neural net

J. Math. Biol. 43, 325–355 (2001) MathematicalBiology ...bard/bardware/papers/jmb43p325.pdf · Introduction The shape of an animal cell, ... One of the controversies surrounding

lecture2 - University of Pittsburghbard/classes/mth3380/lecture2.pdf · 2009-01-08 · Title: Microsoft Word - lecture2.doc Author: Bard Ermentrout Created Date: 1/8/2009 5:05:20

ANALYSIS OF A CANARD MECHANISM BY WHICH …bard/bardware/papers/canard.pdfinterspike intervals in a model of the lateral pyloric (LP) cell of the lobster stomato-gastric ganglion (see

Ermentrout GB, Cowan JD.

Simplifying and reducing complex modelsbard/bardware/papers/s2.pdfSimplifying and reducing complex models Bard Ermentrout Department of Mathematics University of Pittsburgh Pittsburgh,

A Mathematical Model of the Pancreatic Duct Cell Generating …bard/bardware/papers/pancreas.pdf · 2006. 5. 30. · Humans, guinea pig, and some other species (but not rat or mouse)

Computational model of NOS/TGF- … model of NOS/TGF-Beta1/Plasmodia System in humans and mosquitoes Neil Parikh, Rice University Mentor: G. Bard Ermentrout, University of …

XPPAUT5.0 { the di erential equations toolbard/bardware/xpp_doc.pdf · look at some sample *.ode les instead of actually reading the documentation. In addition, XPP uses a le called

Chapter 1 The Hodgkin–Huxley Equationsbdoiron/assets/ermentrout-and-terman-ch-1.pdf · 2 1 The Hodgkin–Huxley Equations membrane to a particular ion depends on the number of open

Simplifying and reducing complex models - Semantic Scholar€¦ · Simplifying and reducing complex models Bard Ermentrout Department of Mathematics University of Pittsburgh Pittsburgh,

Tim Pennings Professor of Mathematics at Hope College in ...bard/bardware/classes/0220/dkc.pdf · modeling. He also directs the Hope College NSF-REU Mathematics Summer Research Program.

1 Foundations of Mathematical Neuroscience1 Foundations of Mathematical Neuroscience Bard Ermentrout Department of Mathematics University of Pittsburgh David Terman Department of Mathematics

Passive cell modelsbard/bardware/classes/compneuro/passive3.pdf · Passive cell models Comp Neuroscience February 3, 2003 1 Ionic basis of the membrane potential The key feature in

Department of Mathematics | University of Pittsburghbard/classes/compneuro/gray-azouz.pdfDepartment of Mathematics | University of Pittsburgh

Passive cell models - University of Pittsburghbard/classes/compneuro/passive3.pdf · 2003. 2. 3. · Figure 1: Passive Membrane Model 3 Electrical properties of a membrane The simplest

Working Paper - math.pitt.edubard/bardware/classes/1380/laura-petrarch.pdf · Working Paper Laura and Petrarch: an intriguing case of cyclical love dynamics WP-96-67 June 1996 I l!!IIASA

lecture1 - University of Pittsburghbard/classes/3380/lecture1.pdf · Title: lecture1 Author: Bard Ermentrout Created Date: 1/5/2009 4:39:53 PM