ReSCue - Retrieval System for Curves

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rescue::unit_circle_angle Member List

This is the complete list of members for rescue::unit_circle_angle, including all inherited members.

• between(const unit_circle_angle<arithmetic>& lower, const unit_circle_angle<arithmetic>& upper) const (defined in rescue::unit_circle_angle) [inline]
• bisect() [inline]
• c (defined in rescue::unit_circle_angle)
• cos() const (defined in rescue::unit_circle_angle) [inline]
• operator+(const unit_circle_angle<arithmetic>& B) const (defined in rescue::unit_circle_angle) [inline]
• operator+=(const unit_circle_angle<arithmetic>& B) (defined in rescue::unit_circle_angle) [inline]
• operator-(const unit_circle_angle<arithmetic>& B) const (defined in rescue::unit_circle_angle) [inline]
• operator-=(const unit_circle_angle<arithmetic>& B) (defined in rescue::unit_circle_angle) [inline]
• operator<(const unit_circle_angle<arithmetic>& A) const (defined in rescue::unit_circle_angle) [inline]
• operator<=(const unit_circle_angle<arithmetic>& A) const (defined in rescue::unit_circle_angle) [inline]
• operator=(const unit_circle_angle<arithmetic>& uca) (defined in rescue::unit_circle_angle) [inline]
• operator==(const unit_circle_angle<arithmetic>& B) const (defined in rescue::unit_circle_angle) [inline]
• quadrant() const [inline]
• rad() const [inline]
• regular enum value (defined in rescue::unit_circle_angle)
• s (defined in rescue::unit_circle_angle)
• sin() const (defined in rescue::unit_circle_angle) [inline]
• two_pi enum value (defined in rescue::unit_circle_angle)
• type (defined in rescue::unit_circle_angle)
• unit_circle_angle() (defined in rescue::unit_circle_angle) [inline]
• unit_circle_angle(const unit_circle_angle<arithmetic>& uca) (defined in rescue::unit_circle_angle) [inline]
• unit_circle_angle(bool angle_two_pi) (defined in rescue::unit_circle_angle) [inline]
• unit_circle_angle(const arithmetic& sin1, const arithmetic& cos1) (defined in rescue::unit_circle_angle) [inline]

ReSCue - Retrieval System for Curves
Universität Bonn, Institut für Informatik III, 2001