Victor V. Matveev: Publications
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  1. V.V. Matveev (2022)
    Close agreement between deterministic vs. stochastic modeling of first-passage time to vesicle fusion.
    Biophys J 121 doi:10.1016/j.bpj.2022.10.033   DOI     LinkOut     bioRxiv     PDF  
  2. Y. Chen, V. Matveev (2021)
    Stationary Ca2+ nanodomains in the presence of buffers with two binding sites
    Biophys J 120(10): 1942-1956   LinkOut     PDF     SUPP     CODE  
    bioRxiv (early version with more approximants!) doi:10.1101/2020.09.14.296582   LinkOut  
  3. Y. Chen, C. Muratov, V. Matveev (2020)
    Efficient approximations for stationary single-channel Ca2+ nanodomains across length scales
    Biophys J 119(6): 1239-1254   LinkOut     PDF  
    bioRxiv (early version) doi:10.1101/2020.01.16.909036   LinkOut  
  4. V.V. Matveev (2020)
    Biophysical Models of Calcium-Dependent Exocytosis.
    In: Jaeger D., Jung R. (Ed.) Encyclopedia of Computational Neuroscience. Springer, New York, NY.
      LinkOut     PDF  
  5. V.V. Matveev (2018)
    Extension of Rapid Buffering Approximation to Ca2+ Buffers with Two Binding Sites
    Biophys J, 114(5): 1204-1215   LinkOut     PDF  
  6. Gandasi, Yin, Riz, Chibalina, Cortese, Lund, Matveev, Rorsman, Sherman, Pedersen, Barg (2017)
    Ca2+ channel clustering with insulin-containing granules is disturbed in type 2 diabetes.
    J. Clin. Invest. 127(6): 2353-2364   LinkOut  
  7. V.V. Matveev (2016)
    Padé Approximation of a Stationary Single-Channel Ca2+ Nanodomain.
    Biophys J 111(9): 2062-2074.   LinkOut     PDF     Code  
  8. I. Delvendahl, J. Jablonski, C. Baade, V. Matveev, E. Neher, S. Hallermann (2015)
    Reduced endogenous Ca2+ buffering speeds active zone Ca2+ signaling.
    PNAS USA 112(23): E30705-E3084   LinkOut  
  9. V.V. Matveev (2014)
    Biophysical Models of Facilitation.
    In: Jaeger D., Jung R. (Ed.) Encyclopedia of Computational Neuroscience.
    Springer, New York, NY.   LinkOut     PDF  
  10. D. Martinez, V. Matveev and F. Nadim (2014)
    Short-Term Synaptic Plasticity in Central Pattern Generators.
    In: Jaeger D., Jung R. (Ed.) Encyclopedia of Computational Neuroscience.
    Springer, New York, NY.   LinkOut  
  11. M. Oh, S. Zhao, V. Matveev and F. Nadim (2012)
    Neuromodulatory changes in short-term synaptic dynamics may be mediated by two distinct mechanisms of presynaptic calcium entry. Journal of Computational Neuroscience 33(3): 573-585.
      LinkOut     PDF     Code  
  12. V. Matveev, R. Bertram, A. Sherman (2011)
    Calcium Cooperativity of Exocytosis as a Measure of Calcium Channel Domain Overlap.
    Brain Research 1398: 126-138.   LinkOut     PDF     Code  
  13. M. Oh and V. Matveev (2011)
    Non-weak inhibition and phase resetting at negative values of phase in cells with fast-slow dynamics at hyperpolarized potentials. Journal of Computational Neuroscience 31(1): 31-42.   LinkOut     PDF     Code  
  14. A.M. Weber, F.K. Wong, A.R. Tufford, L.C. Schlichter, V.V. Matveev, and E.F. Stanley (2010)
    N-type Ca2+ channels carry the largest current: implications for nanodomains and transmitter release.
    Nature Neuroscience 13: 1348-1350.   LinkOut     Code  
  15. V. Matveev, R. Bertram, A. Sherman (2009)
    Ca2+ current vs. Ca2+ channel cooperativity of exocytosis.
    Journal of Neuroscience 29(39):12196-12209.   LinkOut     PDF     Code  
  16. M. Oh and V. Matveev (2009)
    Loss of phase-locking in non-weakly coupled inhibitory networks of type-I model neurons
    Journal of Computational Neuroscience, 26(2): 303-320.   LinkOut     PDF     Code  
  17. L. Chandrasekaran, V. Matveev, and A. Bose (2009)
    Multistability of clustered states in a globally inhibitory network
    Physica D: Nonlinear Phenomena, 238(3): 253-263.   LinkOut     PDF     Code  
  18. V. Matveev and M. Oh (2008)
    Negative Phase and Leader Switching in Non-weakly Coupled Two-Cell Inhibitory Networks
    Proceedings, Frontiers in Applied & Computational Mathematics, World Scientific
    ISBN 978-981-283-528-4   PDF  
  19. V. Matveev and R. Schrock (2008)
    On Properties of the Ising Model for Complex Energy/Temperature and Magnetic Field.
    Journal of Physics A: Mathematical and General, 44: 135002-135024.   PDF  
  20. O. Babich, V. Matveev, A. L. Harris and Roman Shirokov (2007)
    Ca2+-dependent inactivation of CaV1.2 channels prevents Gd2+ block: does Ca2+ block the pore of inactivated channels?
    Journal of General Physiology, 129: 477-483.   LinkOut     Code  
  21. V. Matveev, A. Bose, and F. Nadim (2007)
    Capturing the bursting dynamics of a two-cell inhibitory network using a one-dimensional map
    Journal of Computational Neuroscience, 23: 169.   LinkOut     PDF     Code  
  22. V. Matveev, R. Bertram, A. Sherman (2006)
    Residual Bound Ca2+ Can Account for the Effects of Ca2+ Buffers on Synaptic Facilitation
    Journal of Neurophysiology, 96: 3389-3397.   LinkOut     PDF     Code  
  23. V. Matveev, R.S. Zucker, A. Sherman (2004)
    Facilitation through Buffer Saturation: Constraints on Endogenous Buffering Properties
    Biophysical Journal, 86:2691-2709.   LinkOut     PDF     Code  
  24. V. Matveev, A. Sherman, R.S. Zucker (2002)
    New and Corrected Simulations of Synaptic Facilitation
    Biophysical Journal 83:1368-1373.   LinkOut     PDF     Code  
    Missing reference: Tang Schlumpberger Kim Lueker Zucker (2000) Biophys J 78:2735-2751   LinkOut  
  25. V. Matveev and X.-J. Wang (2000)
    Differential Short-Term Plasticity and Transmission of Complex Spike Trains: to Depress or to Facilitate?
    Cerebral Cortex 10:1143-1153.   LinkOut     PDF  
  26. V. Matveev and X.-J. Wang (2000)
    Implications of All-or-None Synaptic Transmission and Short-Term Depression Beyond Vesicle Depletion: A Computational Study. Journal of Neuroscience 20:1575-1588.   LinkOut     PDF  
  27. V. Matveev and R. Shrock (1996)
    Complex-Temperature Phase Diagram of the 1D Z6 Clock Model and its Connection with Higher-Dimensional Models
    Phys. Lett. A221:343.   PDF  
  28. V. Matveev and R. Shrock (1996)
    Complex-Temperature Singularities in Potts Models on the square lattice
    Phys. Rev. E54: 6174.   PDF  
  29. V. Matveev and R. Shrock (1996)
    Some new results on Yang-Lee zeros of the Ising model partition function
    Phys. Lett. A215: 271.   PDF  
  30. V. Matveev and R. Shrock (1996)
    Complex-temperature properties of the 2D Ising model for nonzero magnetic field
    Phys. Rev. E53: 254.   PDF  
  31. V. Matveev and R. Shrock (1996)
    Complex-temperature singularities in the 2D Ising model: triangular and honeycomb lattices
    J. Phys. A: Math. Gen. 29: 803-823.   PDF  
  32. V. Matveev and R. Shrock (1995)
    A connection between complex-temperature properties of the 1D and 2D spin s Ising model
    Phys. Lett. A204: 353-358.   PDF  
  33. V. Matveev and R. Shrock (1995)
    Zeros of the partition function for higher-spin 2D Ising models
    J. Phys. A: Math. Gen. 28: L533-L539.   PDF  
  34. V. Matveev and R. Shrock (1995)
    Complex-temperature properties of the Ising model on 2D heteropolygonal lattices
    J. Phys. A: Math. Gen. 28: 5235-5256.   PDF  
  35. V. Matveev and R. Shrock (1995)
    Complex-temperature properties of the 2D Ising model with ß H = ± i π / 2
    J. Phys. A: Math. Gen. 28: 4859-4882.   PDF  
  36. V. Matveev and R. Shrock (1995)
    Complex-temperature singularities of the susceptibility in the 2D Ising model. I. Square lattice
    J. Phys. A: Math. Gen. 28: 1557-1583.   PDF  
  37. V. Matveev (1993)
    Numerical study of periodic instanton configurations in two-dimensional abelian Higgs theory
    Phys. Lett. B304: 291-294.   PDF  

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Victor Matveev