CRAN Package Check Results for Package BayesMultiMode

Last updated on 2023-09-22 12:56:21 CEST.

Flavor Version Tinstall Tcheck Ttotal Status Flags
r-devel-linux-x86_64-debian-clang 0.6.0 17.25 142.83 160.08 OK
r-devel-linux-x86_64-debian-gcc 0.6.0 13.30 108.62 121.92 OK
r-devel-linux-x86_64-fedora-clang 0.6.0 199.05 NOTE
r-devel-linux-x86_64-fedora-gcc 0.6.0 198.34 OK
r-devel-windows-x86_64 0.6.0 16.00 119.00 135.00 NOTE
r-patched-linux-x86_64 0.6.0 13.58 140.82 154.40 OK
r-release-linux-x86_64 0.6.0 12.72 141.48 154.20 OK
r-release-macos-arm64 0.6.0 47.00 NOTE
r-release-macos-x86_64 0.6.0 102.00 NOTE
r-release-windows-x86_64 0.6.0 20.00 144.00 164.00 NOTE
r-oldrel-macos-arm64 0.6.0 59.00 ERROR
r-oldrel-macos-x86_64 0.6.0 86.00 ERROR
r-oldrel-windows-x86_64 0.6.0 20.00 151.00 171.00 NOTE

Check Details

Version: 0.6.0
Check: installed package size
Result: NOTE
     installed size is 5.9Mb
     sub-directories of 1Mb or more:
     help 5.7Mb
Flavors: r-devel-linux-x86_64-fedora-clang, r-devel-windows-x86_64, r-release-macos-arm64, r-release-macos-x86_64, r-release-windows-x86_64, r-oldrel-macos-arm64, r-oldrel-macos-x86_64, r-oldrel-windows-x86_64

Version: 0.6.0
Check: PDF version of manual
Result: WARN
    LaTeX errors when creating PDF version.
    This typically indicates Rd problems.
    LaTeX errors found:
    ! Undefined control sequence.
    <argument> \pi _k \sim \text
     {Dirichlet}(e_0,\dots ,e_0)
    l.113 ...k \sim \text{Dirichlet}(e_0,\dots,e_0)}{}
    
    ! Undefined control sequence.
    <argument> e_0 \sim \text
     {Gamma}\left (a_0, A_0\right )
    l.115 ...\sim \text{Gamma}\left(a_0, A_0\right)}{}
    
    ! Undefined control sequence.
    <argument> \mu _k \sim \text
     {Normal}( \text {b}_0, \text {B}_0),
    l.127 ...text{Normal}( \text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> \mu _k \sim \text {Normal}( \text
     {b}_0, \text {B}_0),
    l.127 ...text{Normal}( \text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> ... \text {Normal}( \text {b}_0, \text
     {B}_0),
    l.127 ...text{Normal}( \text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> \sigma ^{-2}_k \sim \text
     {Gamma}( \text {c}_0, \text {C}_0),
    l.128 ...\text{Gamma}( \text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...a ^{-2}_k \sim \text {Gamma}( \text
     {c}_0, \text {C}_0),
    l.128 ...\text{Gamma}( \text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...m \text {Gamma}( \text {c}_0, \text
     {C}_0),
    l.128 ...\text{Gamma}( \text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> C_0 \sim \text
     {Gamma}( \text {g}_0, \text {G}_0).
    l.129 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> C_0 \sim \text {Gamma}( \text
     {g}_0, \text {G}_0).
    l.129 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> ...m \text {Gamma}( \text {g}_0, \text
     {G}_0).
    l.129 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> ...ht )^2\right ) \^^M\left (1 + \text
     {erf}\left ( \alpha _k\lef...
    l.137 ...\omega_k\sqrt{2}}\right)\right)\right)}{}
    
    ! Undefined control sequence.
    <argument> (\xi _k, \psi _k)' \sim \text
     {Normal}(\text {b}_0, \text {B}_0),
    l.148 ...\text{Normal}(\text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...\psi _k)' \sim \text {Normal}(\text
     {b}_0, \text {B}_0),
    l.148 ...\text{Normal}(\text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...m \text {Normal}(\text {b}_0, \text
     {B}_0),
    l.148 ...\text{Normal}(\text{b}_0, \text{B}_0),}{}
    
    ! Undefined control sequence.
    <argument> \sigma ^{-2}_k \sim \text
     {Gamma}(\text {c}_0, \text {C}_0),
    l.149 ... \text{Gamma}(\text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...ma ^{-2}_k \sim \text {Gamma}(\text
     {c}_0, \text {C}_0),
    l.149 ... \text{Gamma}(\text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> ...im \text {Gamma}(\text {c}_0, \text
     {C}_0),
    l.149 ... \text{Gamma}(\text{c}_0, \text{C}_0),}{}
    
    ! Undefined control sequence.
    <argument> \text
     {C}_0 \sim \text {Gamma}( \text {g}_0, \text {G}_0).
    l.150 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> \text {C}_0 \sim \text
     {Gamma}( \text {g}_0, \text {G}_0).
    l.150 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> \text {C}_0 \sim \text {Gamma}( \text
     {g}_0, \text {G}_0).
    l.150 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> ...m \text {Gamma}( \text {g}_0, \text
     {G}_0).
    l.150 ...\text{Gamma}( \text{g}_0, \text{G}_0).}{}
    
    ! Undefined control sequence.
    <argument> \text
     {b}_0 = (\text {median}(y), 0)'
    l.151 ...qn{\text{b}_0 = (\text{median}(y), 0)'}{}
     and \deqn{\text{B}_0 = \t...
    ! Undefined control sequence.
    <argument> \text {b}_0 = (\text
     {median}(y), 0)'
    l.151 ...qn{\text{b}_0 = (\text{median}(y), 0)'}{}
     and \deqn{\text{B}_0 = \t...
    ! Undefined control sequence.
    <argument> \text
     {B}_0 = \text {diag}(\text {D}\_\text {xi}, \text {D}\_\tex...
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> \text {B}_0 = \text
     {diag}(\text {D}\_\text {xi}, \text {D}\_\tex...
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> \text {B}_0 = \text {diag}(\text
     {D}\_\text {xi}, \text {D}\_\tex...
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> ...}_0 = \text {diag}(\text {D}\_\text
     {xi}, \text {D}\_\text {psi})
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> ...{diag}(\text {D}\_\text {xi}, \text
     {D}\_\text {psi})
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> ...t {D}\_\text {xi}, \text {D}\_\text
     {psi})
    l.151 ...t{D}\_\text{xi}, \text{D}\_\text{psi})}{}
     with D\_xi = D\_psi = 1.
    ! Undefined control sequence.
    <argument> \lambda _k \sim \text
     {Gamma}(\text {l}_0,\text {L}_0).
    l.159 ...m \text{Gamma}(\text{l}_0,\text{L}_0).}{}
    
    ! Undefined control sequence.
    <argument> \lambda _k \sim \text {Gamma}(\text
     {l}_0,\text {L}_0).
    l.159 ...m \text{Gamma}(\text{l}_0,\text{L}_0).}{}
    
    ! Undefined control sequence.
    <argument> ...sim \text {Gamma}(\text {l}_0,\text
     {L}_0).
    l.159 ...m \text{Gamma}(\text{l}_0,\text{L}_0).}{}
    
    ! Undefined control sequence.
    <argument> P(\#\text
     {modes}=M)=\frac {1}{D}\sum _{d=1}^{D}1(M^{(d)} = M).
    l.315 ...rac{1}{D}\sum_{d=1}^{D}1(M^{(d)} = M).}{}
    
    ! Undefined control sequence.
    <argument> P(y=\text
     {mode})=\frac {1}{D}\sum _{d=1}^{D} \sum _{m=1}^{M^{(d)...
    l.317 ...\sum_{m=1}^{M^{(d)}} 1(y = y_m^{(d)}),}{}
    
    ! Undefined control sequence.
    <argument> abs(x^{(n+1)}-x^{(n)})< \text
     {tol}_\text {conv}
    l.720 ...n+1)}-x^{(n)})< \text{tol}_\text{conv}}{}
     ,
    ! Undefined control sequence.
    <argument> ...{(n+1)}-x^{(n)})< \text {tol}_\text
     {conv}
    l.720 ...n+1)}-x^{(n)})< \text{tol}_\text{conv}}{}
     ,
    ! Undefined control sequence.
    <recently read> \text
    
    l.721 where \eqn{\text{tol}_\text{conv}}{}
     is an argument with default value...
    ! Undefined control sequence.
    <argument> \text {tol}_\text
     {conv}
    l.721 where \eqn{\text{tol}_\text{conv}}{}
     is an argument with default value...
    ! Undefined control sequence.
    <argument> (ii) \quad x^{(n+1)} = \text
     {argmax}_x \sum _k p(k|x) \text {log...
    l.834 ...\sum_k p(k|x) \text{log} p_k(x^{(n)}),}{}
    
    ! Undefined control sequence.
    <argument> ...ext {argmax}_x \sum _k p(k|x) \text
     {log} p_k(x^{(n)}),
    l.834 ...\sum_k p(k|x) \text{log} p_k(x^{(n)}),}{}
    
    ! Undefined control sequence.
    <argument> abs(x^{(n+1)}-x^{(n)})< \text
     {tol}_\text {conv}
    l.835 ...n+1)}-x^{(n)})< \text{tol}_\text{conv}}{}
     ,
    ! Undefined control sequence.
    <argument> ...{(n+1)}-x^{(n)})< \text {tol}_\text
     {conv}
    l.835 ...n+1)}-x^{(n)})< \text{tol}_\text{conv}}{}
     ,
    ! Undefined control sequence.
    <recently read> \text
    
    l.836 where \eqn{\text{tol}_\text{conv}}{}
     is an argument with default value...
    ! Undefined control sequence.
    <argument> \text {tol}_\text
     {conv}
    l.836 where \eqn{\text{tol}_\text{conv}}{}
     is an argument with default value...
Flavors: r-oldrel-macos-arm64, r-oldrel-macos-x86_64

Version: 0.6.0
Check: PDF version of manual without index
Result: ERROR
Flavors: r-oldrel-macos-arm64, r-oldrel-macos-x86_64