From the reviews of the first edition: "This book describes the mathematical aspects of the deformation and homogenization of rods. ... The large variety of problems covered makes the book a useful tool for graduate students studying the mathematics and homogenization theory of rods and rod structures." (Sergey K. Serkov, Mathematical Reviews, Issue 2006 g) "This is a high-quality research monograph on homogenisation theory and applications to modelling of composites and periodic framework structures. The book is based on the results of the recent research, and the author is a well-recognized expert in homogenisation models in mathematical physics and continuum mechanics. ... The book is well-written and includes many good examples." (Alexander Movchan, Zentralblatt MATH, Vol. 1078, 2006)

• Introduction: Basic Notions and Methods.- Heterogeneous Rod.- Heterogeneous Plate.- Finite Rod Structures.- Lattice Structures.- The Multi-Scale Domain Decomposition.

From the reviews of the first edition: "This book describes the mathematical aspects of the deformation and homogenization of rods. ... The large variety of problems covered makes the book a useful tool for graduate students studying the mathematics and homogenization theory of rods and rod structures." (Sergey K. Serkov, Mathematical Reviews, Issue 2006 g) "This is a high-quality research monograph on homogenisation theory and applications to modelling of composites and periodic framework structures. The book is based on the results of the recent research, and the author is a well-recognized expert in homogenisation models in mathematical physics and continuum mechanics. ... The book is well-written and includes many good examples." (Alexander Movchan, Zentralblatt MATH, Vol. 1078, 2006)

• Introduction: Basic Notions and Methods.- Heterogeneous Rod.- Heterogeneous Plate.- Finite Rod Structures.- Lattice Structures.- The Multi-Scale Domain Decomposition.

From the reviews of the first edition: "This book describes the mathematical aspects of the deformation and homogenization of rods. ... The large variety of problems covered makes the book a useful tool for graduate students studying the mathematics and homogenization theory of rods and rod structures." (Sergey K. Serkov, Mathematical Reviews, Issue 2006 g) "This is a high-quality research monograph on homogenisation theory and applications to modelling of composites and periodic framework structures. The book is based on the results of the recent research, and the author is a well-recognized expert in homogenisation models in mathematical physics and continuum mechanics. ... The book is well-written and includes many good examples." (Alexander Movchan, Zentralblatt MATH, Vol. 1078, 2006)

• Introduction: Basic Notions and Methods.- Heterogeneous Rod.- Heterogeneous Plate.- Finite Rod Structures.- Lattice Structures.- The Multi-Scale Domain Decomposition.