<?xml version="1.0" encoding="UTF-8"?>
<simulation xmds-version="2">
  
  <testing>
    <xsil_file name="dsfmt_single_precision.xsil" expected="dsfmt_single_precision_expected.xsil" absolute_tolerance="1e-4" relative_tolerance="1e-4" />
  </testing>
  
  <name>dsfmt_single_precision</name>
  <author>Mattias Johnsson</author>
  <description>
    Tests single precision, DSFMT-generated, uniform, gaussian, poissonian, wiener and 
    jump noises in a single script. It does this by choosing rates and coefficients 
    such that each type of noise has roughly the same impact on the evolution.

    This is not a physically realistic simulation; rather it is just supposed to test
    that single-precision DSFMT noises behave the same way in the future.
  </description>
  
  <geometry>
    <propagation_dimension> t </propagation_dimension>
    <transverse_dimensions>
      <!-- Uniform noise is comparable in magnitude to the others if the
           inverse volume element is unity
      -->
      <dimension name="x" lattice="128"  domain="(-64, 64)" />
    </transverse_dimensions>
  </geometry>
  
  <features>
    <precision> single </precision> 
    <auto_vectorise />
    <benchmark />
    <bing />
  </features>
  
  <noise_vector name="uniform_noise" dimensions="x" kind="uniform" type="real" method="dsfmt" seed="31 41 59">
    <components>nu</components>
  </noise_vector>

  <noise_vector name="gaussian_noise" dimensions="x" kind="gaussian" type="real" method="dsfmt" seed="26 53 58">
    <components>ng</components>
  </noise_vector>

  <noise_vector name="wiener_noise" dimensions="x" kind="wiener" type="real" method="dsfmt" seed="97 93 23">
    <components>nw</components>
  </noise_vector>

  <noise_vector name="poissonian_noise" dimensions="x" kind="poissonian" type="real" mean="2.0" method="dsfmt" seed="84 62 64 ">
    <components>np</components>
  </noise_vector>

  <noise_vector name="jump_noise" dimensions="x" kind="jump" type="real" mean-rate="2.0" method="dsfmt" seed="33 83 27">
    <components>nj</components>
  </noise_vector>

  <vector name="main" initial_basis="x" type="real">
    <components> phi </components>
    <initialisation>
      <dependencies> uniform_noise gaussian_noise poissonian_noise </dependencies>
      <![CDATA[
        phi = nu + ng + np; 
      ]]>
    </initialisation>
  </vector>

  <sequence>
    <integrate algorithm="SI" iterations="3" interval="1.0" steps="1000">
      <samples>25</samples>
      <operators>
        <dependencies> jump_noise wiener_noise </dependencies>
        <integration_vectors> main </integration_vectors>
        <![CDATA[
         dphi_dt = 1.5*(nw + nj)*phi;
        ]]>
      </operators>
    </integrate>
  </sequence>
  
  <output filename="dsfmt_single_precision.xsil" format="hdf5">
      <sampling_group basis="x" initial_sample="yes">
        <moments>Phi</moments>
        <dependencies>main</dependencies>
        <![CDATA[
          Phi = phi;
        ]]>
      </sampling_group>
  </output>

<info>
Script compiled with XMDS2 version VERSION_PLACEHOLDER (SUBVERSION_REVISION_PLACEHOLDER)
See http://www.xmds.org for more information.
</info>

<XSIL Name="moment_group_1">
  <Param Name="n_independent">2</Param>
  <Array Name="variables" Type="Text">
    <Dim>3</Dim>
    <Stream><Metalink Format="Text" Delimiter=" \n"/>
t x Phi 
    </Stream>
  </Array>
  <Array Name="data" Type="single">
    <Dim>26</Dim>
    <Dim>128</Dim>
    <Dim>3</Dim>
    <Stream><Metalink Format="HDF5" Type="Remote" Group="/1"/>
dsfmt_single_precision_expected.h5
    </Stream>
  </Array>
</XSIL>
</simulation>
