% ACTIVE MODEL TOOLBOX (AMT)
%
% Acronyms
% AC = Active Contour 2D
% AM = Active Models
% CoD = Center of Divergence
% FFS = Force Field Segmentation
% GVF = Gradient Vector Flow
% PIG = Poisson Inverse Gradient
% VFC = Vector Field Convolution
% VFK = Vector Field Kernel
%
% Examples
% example_vfc - Vector field convolution (VFC) external force field example.
% example_pig - Poisson inverse gradient (PIG) automatic initialization example.
%
% Functions
% AC_deform - Deform an active contour (AC), also known as snake.
% AC_display - Display the contour on the current axis.
% AC_initial - Initialize an active contour (AC), also known as snake.
% AC_isoLine - Select the optimal close isoline(s).
% AC_quiver - Display the 2D external force field in arrows.
% AC_remesh - Remesh an active contour (AC) to ensure the resolution.
% AM_CoD - Initialize active contours using the CoD algorithm [3].
% AM_FFS - Initialize active contours using the FFS algorithm [4].
% AM_gradient - 2D/3D gradient, a faster implementation than build-in GRADIENT().
% AM_GVF - Compute the gradient vector flow (GVF) force field [5].
% AM_laplacian - 2D/3D discrete Laplacian, a faster implementation than build-in DEL2().
% AM_PIG - Estimate the energy via Poisson inverse gradient (PIG) [2].
% AM_VFC - Compute the vector field convolution (VFC) force field [1].
% AM_VFK - Compute the vector field kernel (VFK).
%
% References
% [1] Bing Li and Scott T. Acton, "Active contour external force using
% vector field convolution for image segmentation," Image Processing,
% IEEE Trans. on, vol. 16, pp. 2096-2106, 2007.
% [2] Bing Li and Scott T. Acton, "Automatic Active Model Initialization
% via Poisson Inverse Gradient," Image Processing, IEEE Trans. on, vol.
% 17, pp. 1406-1420, 2008.
% [3] Xingfei Ge and Jie Tian, "An automatic active contour model for
% multiple objects," in Pattern Recognition, Proceedings of the
% International Conference on, 2002.
% [4] Chunming Li, Jundong Liu, and Martin D. Fox, "Segmentation of
% external force field for automatic initialization and splitting of
% snakes," Pattern Recognition, vol.38, pp. 1947?960, 2005.
% [5] Chenyang Xu and Jerry L. Prince, "Snakes, Shapes, and Gradient
% Vector Flow," Image Processing, IEEE Trans. on, vol. 7, pp. 359-369, 1998.
%
% (c) Copyright Bing Li 2005 - 2009.