• A Path Integral Generalization of Bell Local Hidden Variable Models for Unstable Particles ()
  Gianpaolo Bei
  Journal of Applied Mathematics and Physics Vol.9 No.10,  October 12, 2021
  DOI: 10.4236/jamp.2021.910154  429 Downloads   1,532 Views   Citations
  This article belongs to the Special Issue on

• Growing Sandpile Problem with Local and Non-Local Boundaries Conditions ()
  Urbain Traoré
  Journal of Applied Mathematics and Physics Vol.9 No.10,  October 8, 2021
  DOI: 10.4236/jamp.2021.910153  365 Downloads   1,226 Views   Citations
  This article belongs to the Special Issue on Nonlinear Differential Equations

• A Family of the Exponential Attractors and the Inertial Manifolds for a Class of Generalized Kirchhoff Equations ()
  Guoguang Lin, Lujiao Yang
  Journal of Applied Mathematics and Physics Vol.9 No.10,  September 30, 2021
  DOI: 10.4236/jamp.2021.910152  333 Downloads   1,171 Views   Citations
  This article belongs to the Special Issue on Nonlinear Differential Equations

• New Oscillation Criteria for Second Order Half-Linear Neutral Type Dynamic Equations on Time Scales ()
  Faisal Al-Dheleai, Elmetwally Elabbasy
  Journal of Applied Mathematics and Physics Vol.9 No.9,  September 29, 2021
  DOI: 10.4236/jamp.2021.99151  356 Downloads   1,238 Views   Citations
  This article belongs to the Special Issue on

• Energy-Momentum Density of Non-Diagonal Bianchi Type Space-Time in General Relativity and Teleparallel Gravity ()
  Ragab M. Gad, Haifaa A. Alharbi
  Journal of Applied Mathematics and Physics Vol.9 No.9,  September 28, 2021
  DOI: 10.4236/jamp.2021.99150  390 Downloads   1,546 Views   Citations
  This article belongs to the Special Issue on

• Characterizing the Relationship between Weibull Location Parameter and the Minimal Observation in a Small Size of Sample Based on Stochastic Simulation ()
  Bo Qin, Ningxiang Wu, Liyang Xie
  Journal of Applied Mathematics and Physics Vol.9 No.9,  September 28, 2021
  DOI: 10.4236/jamp.2021.99149  331 Downloads   1,530 Views   Citations
  This article belongs to the Special Issue on

• Time Dependent Wave Propagation Modeling Using Finite Difference Scheme of 2D Wave Equation Based on Absorbing and Reflecting Boundaries ()
  M. Joni Alam, W. Z. Loskor, M. Mohiuddin
  Journal of Applied Mathematics and Physics Vol.9 No.9,  September 26, 2021
  DOI: 10.4236/jamp.2021.99148  574 Downloads   3,545 Views   Citations
  This article belongs to the Special Issue on