Searched refs:i_l (Results 1 – 4 of 4) sorted by relevance
41 const int i_l = (i-1+N) % N; in operator ()() local50 - m_beta * pow<Lambda-1>( q[i][j] - q[i_l][j] ) in operator ()()65 const int i_l = (i-1+N) % N; in energy() local75 + m_beta * pow<Lambda>( q[i][j] - q[i_l][j] ) / Lambda / 2 in energy()92 const int i_l = (i-1+N) % N; in local_energy() local102 + m_beta * pow<Lambda>( q[i][j] - q[i_l][j] ) / Lambda / 2 in local_energy()
78 `O(i_l(n)+i_r(n))`, where n is the number of elements. If the collection type of82 `O(i_l(n)+i_r(n)+i_a(n))`. To abbreviate the notation, we adopt the86 * `I(n) = i_l(n) + i_r(n) [ + i_a(n) ]`
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