Catálogo de publicaciones - libros
Comprehensive Mathematics for Computer Scientists 1: Sets and Numbers, Graphs and Algebra, Logic and Machines, Linear Geometry
Guerino Mazzola Gérard Milmeister Jody Weissmann
Resumen/Descripción – provisto por la editorial
No disponible.
Palabras clave – provistas por la editorial
Discrete Mathematics in Computer Science; Applications of Mathematics; Mathematical Logic and Formal Languages; Mathematics of Computing
Disponibilidad
Institución detectada | Año de publicación | Navegá | Descargá | Solicitá |
---|---|---|---|---|
No detectada | 2006 | SpringerLink |
Información
Tipo de recurso:
libros
ISBN impreso
978-3-540-36873-1
ISBN electrónico
978-3-540-36874-8
Editor responsable
Springer Nature
País de edición
Reino Unido
Fecha de publicación
2006
Información sobre derechos de publicación
© Springer 2006
Cobertura temática
Tabla de contenidos
Modules and Vector Spaces
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 279-286
Linear Dependence, Bases, and Dimension
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 287-301
Algorithms in Linear Algebra
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 303-310
Linear Geometry
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 311-326
Eigenvalues, the Vector Product, and Quaternions
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 327-342
Second Advanced Topic
Guerino Mazzola; Gérard Milmeister; Jody Weissmann
The estimation and subsequent use of tissue () parameters at each image location can potentially lead to a more reliable classification of breast tissues. values can be estimated using multiple (typically 3) MRI images of different flip angles. However, breathing and other slight movements can render the highly non-linear estimation procedure error-prone. In this paper, a simultaneous multiple image registration method is proposed to solve this problem. The registration method is built upon the idea of conserving inverse consistency and transitivity among the multiple image transformations. The algorithm is applied to both simulated data and real breast MRI images. The performance is compared with existing pairwise image registration method. The results clearly indicate that the simultaneous multiple image registration algorithm leads to much more accurate estimation.
II - Algebra, Formal Logic, and Linear Geometry | Pp. 343-354