"This book presents a combination of physical and mathematical chapters aimed to provide an introduction to the methods. ... the physical chapters give a clear introduction into the underlying structures and the motivation of the approach, while the mathematical chapters provide a formal description of mathematical methods ... . this book not only reviews the obtained results but also shortly formulates open problems and emerging topics in the field of more accurate homological analysis of disordered media." (Eugene Postnikov, zbMATH 1352.82001, 2017)

• 1. Introduction.- 2. Metallic glasses.- 2.1. What is glass?.- 2-2. Structure and properties of metallic glasses.- 2-3. Structure determination and its difficulty.- 3. Homology and computational homology.- 3.1. Cubical complex.- 3.2. Cubical homology.- 3.3. Computing homology groups.- 4. Structure analysis of metallic glasses.- 4.1. Advantage of computational homology.- 4.2. Preparation of input data for metallic glasses.- 4.3. Computing procedure for metallic glasses.- 4.4. Interpretation of results obtained by computational homology.- 5. Appendix.

"This book presents a combination of physical and mathematical chapters aimed to provide an introduction to the methods. ... the physical chapters give a clear introduction into the underlying structures and the motivation of the approach, while the mathematical chapters provide a formal description of mathematical methods ... . this book not only reviews the obtained results but also shortly formulates open problems and emerging topics in the field of more accurate homological analysis of disordered media." (Eugene Postnikov, zbMATH 1352.82001, 2017)

• 1. Introduction.- 2. Metallic glasses.- 2.1. What is glass?.- 2-2. Structure and properties of metallic glasses.- 2-3. Structure determination and its difficulty.- 3. Homology and computational homology.- 3.1. Cubical complex.- 3.2. Cubical homology.- 3.3. Computing homology groups.- 4. Structure analysis of metallic glasses.- 4.1. Advantage of computational homology.- 4.2. Preparation of input data for metallic glasses.- 4.3. Computing procedure for metallic glasses.- 4.4. Interpretation of results obtained by computational homology.- 5. Appendix.

"This book presents a combination of physical and mathematical chapters aimed to provide an introduction to the methods. ... the physical chapters give a clear introduction into the underlying structures and the motivation of the approach, while the mathematical chapters provide a formal description of mathematical methods ... . this book not only reviews the obtained results but also shortly formulates open problems and emerging topics in the field of more accurate homological analysis of disordered media." (Eugene Postnikov, zbMATH 1352.82001, 2017)

• 1. Introduction.- 2. Metallic glasses.- 2.1. What is glass?.- 2-2. Structure and properties of metallic glasses.- 2-3. Structure determination and its difficulty.- 3. Homology and computational homology.- 3.1. Cubical complex.- 3.2. Cubical homology.- 3.3. Computing homology groups.- 4. Structure analysis of metallic glasses.- 4.1. Advantage of computational homology.- 4.2. Preparation of input data for metallic glasses.- 4.3. Computing procedure for metallic glasses.- 4.4. Interpretation of results obtained by computational homology.- 5. Appendix.