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<h1>QVM: Quaternions, Vectors, Matrices</h1>
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<!-- Copyright (c) 2008-2016 Emil Dotchevski and Reverge Studios, Inc. -->
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<div class="RenoIncludeDIV"><div class="RenoAutoDIV"><h3>is_quat</h3>
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<div class="RenoIncludeDIV"><p><span class="RenoEscape">#<!--<wiki>`#</wiki>--></span>include <<span class="RenoLink"><a href="boost_qvm_quat_traits_hpp.html">boost/qvm/quat_traits.hpp</a></span>></p>
<pre>namespace
boost
{
namespace
<span class="RenoLink"><a href="qvm.html">qvm</a></span>
{
<span class="RenoIncludeSPAN"> template <class T>
struct <span class="RenoLink">is_quat</span>
{
static bool const value=/*unspecified*/;
};</span>
}
}</pre>
</div><p>This type template defines a compile-time boolean constant value which can be used to determine whether a type <i>T</i> is a quaternion type. For quaternion types, the <i><span class="RenoLink"><a href="quat_traits.html">quat_traits</a></span></i> template can be used to access their elements generically, or to obtain their scalar type.</p>
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See also: <span class="RenoPageList"><a href="accessing_matrix_elements.html">Accessing Matrix Elements</a> | <a href="accessing_quaternion_elements.html">Accessing Quaternion Elements</a> | <a href="assign_quat_quat_.html">assign(quat,quat)</a> | <a href="boost_qvm_quat_traits_hpp.html">boost/qvm/quat_traits.hpp</a> | <a href="cmp_quat_quat_.html">cmp(quat,quat)</a> | <a href="conjugate.html">conjugate</a> | <a href="convert_to_quat_.html">convert_to(quat)</a> | <a href="deduce_quat.html">deduce_quat</a> | <a href="deduce_quat2.html">deduce_quat2</a> | <a href="dot_quat_quat_.html">dot(quat,quat)</a> | <a href="inverse_quat_.html">inverse(quat)</a> | <a href="mag_quat_.html">mag(quat)</a> | <a href="mag_sqr_quat_.html">mag_sqr(quat)</a> | <a href="normalize_quat_.html">normalize(quat)</a> | <a href="normalized_quat_.html">normalized(quat)</a> | <a href="operator_not_eq_quat_quat_.html">operator!=(quat,quat)</a> | <a href="operator_times_quat_quat_.html">operator*(quat,quat)</a> | <a href="operator_times_quat_scalar_.html">operator*(quat,scalar)</a> | <a href="operator_times_quat_vec_.html">operator*(quat,vec)</a> | <a href="operator_mul_eq_quat_quat_.html">operator*=(quat,quat)</a> | <a href="operator_mul_eq_quat_scalar_.html">operator*=(quat,scalar)</a> | <a href="operator_plus_quat_quat_.html">operator+(quat,quat)</a> | <a href="operator_add_quat_quat_.html">operator+=(quat,quat)</a> | <a href="operator_minus_quat_.html">operator-(quat)</a> | <a href="operator_minus_quat_quat_.html">operator-(quat,quat)</a> | <a href="operator_sub_eq_quat_quat_.html">operator-=(quat,quat)</a> | <a href="operator_over_quat_scalar_.html">operator/(quat,scalar)</a> | <a href="operator_div_eq_quat_scalar_.html">operator/=(quat,scalar)</a> | <a href="operator_eq_quat_quat_.html">operator==(quat,quat)</a> | <a href="qref.html">qref</a> | <a href="quat_traits.html">quat_traits</a> | <a href="rotate_quat_vec_scalar_.html">rotate(quat,vec,scalar)</a> | <a href="rotate_x_quat_scalar_.html">rotate_x(quat,scalar)</a> | <a href="rotate_y_quat_scalar_.html">rotate_y(quat,scalar)</a> | <a href="rotate_z_quat_scalar_.html">rotate_z(quat,scalar)</a> | <a href="scalar.html">scalar</a> | <a href="scalar_cast_quat_.html">scalar_cast(quat)</a> | <a href="set_identity_quat_.html">set_identity(quat)</a> | <a href="set_rot_quat_vec_scalar_.html">set_rot(quat,vec,scalar)</a> | <a href="set_rotx_quat_scalar_.html">set_rotx(quat,scalar)</a> | <a href="set_roty_quat_scalar_.html">set_roty(quat,scalar)</a> | <a href="set_rotz_quat_scalar_.html">set_rotz(quat,scalar)</a> | <a href="set_zero_quat_.html">set_zero(quat)</a> | <a href="slerp.html">slerp</a></span>
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<!-- Copyright (c) 2008-2016 Emil Dotchevski and Reverge Studios, Inc. -->
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<small>Copyright (c) 2008-2016 by Emil Dotchevski and Reverge Studios, Inc.<br/>
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