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Generating uniform random points inside a cone

Published/Copyright: October 16, 2009
Monte Carlo Methods and Applications
From the journal Volume 6 Issue 2

Published Online: 2009-10-16
Published in Print: 2000

Walter de Gruyter

Articles in the same Issue

  1. A Numerical Scheme using Excursion Theory for Simulating Stochastic Differential Equations with Reflection and Local Time at a Boundary
  2. Strong Approximation of Reflecting Brownian Motion Using Penalty Method and its Application to Cumputer Simulation
  3. Generating uniform random points inside a cone
  4. Geometrical Monte Carlo method and its modifications
  5. Stochastic relaxation for building some classes of piecewise linear regression functions
  6. Monte Carlo 2000: INTERNATIONAL CONFERENCE ON MONTE CARLO AND PROBABILISTIC METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS MONTE CARLO (MONACO): JULY, 3-5, 2000
  7. Editorial Board
https://doi.org/10.1515/mcma.2000.6.2.115

Articles in the same Issue

  1. A Numerical Scheme using Excursion Theory for Simulating Stochastic Differential Equations with Reflection and Local Time at a Boundary
  2. Strong Approximation of Reflecting Brownian Motion Using Penalty Method and its Application to Cumputer Simulation
  3. Generating uniform random points inside a cone
  4. Geometrical Monte Carlo method and its modifications
  5. Stochastic relaxation for building some classes of piecewise linear regression functions
  6. Monte Carlo 2000: INTERNATIONAL CONFERENCE ON MONTE CARLO AND PROBABILISTIC METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS MONTE CARLO (MONACO): JULY, 3-5, 2000
  7. Editorial Board
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