<trid="row_0_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="dc/d77/struct__big__int.html"target="_self">_big_int</a></td><tdclass="desc">Store arbitratily large integer values as a linked list of digits </td></tr>
<trid="row_1_"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d9/dd7/struct__cantor__set.html"target="_self">_cantor_set</a></td><tdclass="desc">Structure to define Cantor set </td></tr>
<trid="row_2_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d3/d5a/struct__large__num.html"target="_self">_large_num</a></td><tdclass="desc">Dynamically large number </td></tr>
<trid="row_3_"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d2/daa/structadaline.html"target="_self">adaline</a></td><tdclass="desc">Structure to hold adaline model parameters </td></tr>
<trid="row_5_"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d4/d02/struct_b_s_t_iterator.html"target="_self">BSTIterator</a></td><tdclass="desc">Definition for a binary tree node </td></tr>
<trid="row_10_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d7/dfd/structdual__quat__.html"target="_self">dual_quat_</a></td><tdclass="desc">Dual quaternion type </td></tr>
<trid="row_14_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d2/de8/structeuler__.html"target="_self">euler_</a></td><tdclass="desc">3D Euler or Tait-Bryan angles (in radian) </td></tr>
<trid="row_18_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d8/db8/structkohonen__array__3d.html"target="_self">kohonen_array_3d</a></td><tdclass="desc">To store info regarding 3D arrays </td></tr>
<trid="row_23_"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="db/d8b/struct_node.html"target="_self">Node</a></td><tdclass="desc"><aclass="el"href="db/d8b/struct_node.html"title="Node, the basic data structure of the tree.">Node</a>, the basic data structure of the tree </td></tr>
<trid="row_24_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d5/da1/structnode.html"target="_self">node</a></td><tdclass="desc"><aclass="el"href="db/d8b/struct_node.html"title="Node, the basic data structure of the tree.">Node</a>, the basic data structure in the tree </td></tr>
<trid="row_27_"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="de/d58/structquaternion__.html"target="_self">quaternion_</a></td><tdclass="desc">Quaternion type represented using a scalar \(w\) or \(q_0\) and a 3D vector \(\left(q_1,q_2,q_3\right)\) </td></tr>
<trid="row_32_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="dc/d18/structsudoku.html"target="_self">sudoku</a></td><tdclass="desc">Structure to hold the matrix and dimensions </td></tr>
<trid="row_36_"class="even"><tdclass="entry"><spanstyle="width:16px;display:inline-block;"> </span><spanclass="icona"><spanclass="icon">C</span></span><aclass="el"href="d5/db4/structvec__3d__.html"target="_self">vec_3d_</a></td><tdclass="desc">3D vector type </td></tr>
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