Издательство Plenum Press, 1999, - 307 pp.
Практическая стереология. 2-e изд. Стереология является наукой, которая устанавливает связи между трехмерными структурами и двумерными изображениями, которые могут быть получены по сечениям структур. The most common field of application is in microscopy, both of man-made materials (metals, ceramics, composites, etc.) and of biological tissue samples. This book covers the applications and terminology of both fields. Recent emphasis in stereology is conceed with sampling strategies to avoid bias due to directionality and non-uniformity, and these methods are fully covered. So are the classic techniques that measure size distributions, surface curvature, etc., which are widely useful but not discussed in other recent texts. Finally, most stereology is taught as manual procedures using counting and grids, but this text also covers the use of mode desktop computers for image analysis and processing to obtain and interpret the stereological data. Introduction
Basic Stereological Procedures
Geometry of microstructures.
Classical stereological measures.
Less common stereological measures.
Sample design in stereology.
Procedures for IUR sampling.
Statistical interpretation of data.
Computer-assisted methods.
Computer measurement of images.
Geometric modeling.
Unfolding size distributions.
Anisotropy and Gradients.
Finite section thickness.
Three-dimensional imaging.
References.
Практическая стереология. 2-e изд. Стереология является наукой, которая устанавливает связи между трехмерными структурами и двумерными изображениями, которые могут быть получены по сечениям структур. The most common field of application is in microscopy, both of man-made materials (metals, ceramics, composites, etc.) and of biological tissue samples. This book covers the applications and terminology of both fields. Recent emphasis in stereology is conceed with sampling strategies to avoid bias due to directionality and non-uniformity, and these methods are fully covered. So are the classic techniques that measure size distributions, surface curvature, etc., which are widely useful but not discussed in other recent texts. Finally, most stereology is taught as manual procedures using counting and grids, but this text also covers the use of mode desktop computers for image analysis and processing to obtain and interpret the stereological data. Introduction
Basic Stereological Procedures
Geometry of microstructures.
Classical stereological measures.
Less common stereological measures.
Sample design in stereology.
Procedures for IUR sampling.
Statistical interpretation of data.
Computer-assisted methods.
Computer measurement of images.
Geometric modeling.
Unfolding size distributions.
Anisotropy and Gradients.
Finite section thickness.
Three-dimensional imaging.
References.