top

  Info

  • Utilizzare la checkbox di selezione a fianco di ciascun documento per attivare le funzionalità di stampa, invio email, download nei formati disponibili del (i) record.

  Info

  • Utilizzare questo link per rimuovere la selezione effettuata.

Biblioteca

MARC Lista (tabellare)
Advanced quantum communications : an engineering approach / / Sandor Imre, Laszlo Gyongyosi
Advanced quantum communications : an engineering approach / / Sandor Imre, Laszlo Gyongyosi
Autore Imre Sâandor
Pubbl/distr/stampa Hoboken, New Jersey : , : Wiley, , c2012
Descrizione fisica 1 online resource (484 p.)
Disciplina 621.382
621.38201
Altri autori (Persone) GyongyosiLaszlo
Soggetto topico Quantum communication
Quantum computers
ISBN 1-118-33745-X
1-283-86924-1
1-118-33743-3
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto PREFACE xvii -- CHAPTER 1 INTRODUCTION 1 -- 1.1 Emerging Quantum Infl uences 2 -- 1.2 Quantum Information Theory 2 -- 1.3 Different Capacities of Quantum Channels 3 -- 1.4 Challenges Related to Quantum Channel Capacities 5 -- 1.5 Secret and Private Quantum Communication 6 -- 1.6 Quantum Communications Networks 8 -- 1.7 Recent Developments and Future Directions 9 -- CHAPTER 2 INTRODUCTION TO QUANTUM INFORMATION THEORY 11 -- 2.1 Introduction 12 -- 2.2 Basic Definitions and Formulas 15 -- 2.3 Geometrical Interpretation of the Density Matrices 25 -- 2.4 Quantum Entanglement 31 -- 2.5 Entropy of Quantum States 34 -- 2.6 Measurement of the Amount of Entanglement 43 -- 2.7 Encoding Classical Information to Quantum States 49 -- 2.8 Quantum Noiseless Channel Coding 54 -- 2.9 Brief Summary 57 -- 2.10 Further Reading 57 -- CHAPTER 3 THE CLASSICAL CAPACITIES OF QUANTUM CHANNELS 65 -- 3.1 Introduction 65 -- 3.2 From Classical to Quantum Communication Channels 73 -- 3.3 Transmission of Classical Information over Quantum Channels 77 -- 3.4 The Holevo-Schumacher-Westmoreland Theorem 84 -- 3.5 Classical Communication over Quantum Channels 89 -- 3.6 Brief Summary of Classical Capacities 98 -- 3.7 Multilevel Quantum Systems and Qudit Channels 98 -- 3.8 The Zero-Error Capacity of a Quantum Channel 100 -- 3.9 Further Reading 117 -- CHAPTER 4 THE QUANTUM CAPACITY OF QUANTUM CHANNELS 126 -- 4.1 Introduction 126 -- 4.2 Transmission of Quantum Information 128 -- 4.3 Quantum Coherent Information 136 -- 4.4 The Asymptotic Quantum Capacity 146 -- 4.5 Relation between Classical and Quantum Capacities of Quantum Channels 149 -- 4.6 Further Reading 151 -- CHAPTER 5 GEOMETRIC INTERPRETATION OF QUANTUM CHANNELS 156 -- 5.1 Introduction 156 -- 5.2 Geometric Interpretation of the Quantum Channels 157 -- 5.3 Geometric Interpretation of the Quantum Informational Distance 162 -- 5.4 Computation of Smallest Quantum Ball to Derive the HSW Capacity 182 -- 5.5 Illustrative Example 190 -- 5.6 Geometry of Basic Quantum Channel Models 191.
5.7 Geometric Interpretation of HSW Capacities of Different Quantum Channel Models 197 -- 5.8 Further Reading 213 -- CHAPTER 6 ADDITIVITY OF QUANTUM CHANNEL CAPACITIES 218 -- 6.1 Introduction 218 -- 6.2 Additivity of Classical Capacity 223 -- 6.3 Additivity of Quantum Capacity 225 -- 6.4 Additivity of Holevo Information 232 -- 6.5 Geometric Interpretation of Additivity of HSW Capacity 245 -- 6.6 Classical and Quantum Capacities of some Channels 260 -- 6.7 The Classical Zero-Error Capacities of some Quantum Channels 264 -- 6.8 Further Reading 265 -- CHAPTER 7 SUPERACTIVATION OF QUANTUM CHANNELS 269 -- 7.1 Introduction 270 -- 7.2 The Non-Additivity of Private Information 270 -- 7.3 Channel Combination for Superadditivity of Private Information 274 -- 7.4 Superactivation of Quantum Capacity of Zero-Capacity Quantum Channels 282 -- 7.5 Behind Superactivation: The Information Theoretic Description 295 -- 7.6 Geometrical Interpretation of Quantum Capacity 302 -- 7.7 Example of Geometric Interpretation of Superactivation 305 -- 7.8 Extension of Superactivation for More General Classes 310 -- 7.9 Superactivation of Zero-Error Capacities 315 -- 7.10 Further Reading 322 -- CHAPTER 8 QUANTUM SECURITY AND PRIVACY 325 -- 8.1 Introduction 326 -- 8.2 Quantum Key Distribution 330 -- 8.3 Private Communication over the Quantum Channel 333 -- 8.4 Quantum Cryptographic Primitives 336 -- 8.5 Further Reading 354 -- CHAPTER 9 QUANTUM COMMUNICATION NETWORKS 362 -- 9.1 Long-Distance Quantum Communications 362 -- 9.2 Levels of Entanglement Swapping 368 -- 9.3 Scheduling Techniques of Purifi cation 371 -- 9.4 Hybrid Quantum Repeater 375 -- 9.5 Probabilistic Quantum Networks 382 -- 9.6 Conclusions 384 -- 9.7 Further Reading 384 -- CHAPTER 10 RECENT DEVELOPMENTS AND FUTURE DIRECTIONS 388 -- 10.1 Introduction 388 -- 10.2 Qubit Implementations 391 -- 10.3 Quantum CPUs 396 -- 10.4 Quantum Memories 400 -- 10.5 Further Reading 411 -- NOTATIONS AND ABBREVIATIONS 413 -- REFERENCES 420 -- INDEX 455.
Record Nr. UNINA-9910141353303321
Imre Sâandor  
Hoboken, New Jersey : , : Wiley, , c2012
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui
Advanced quantum communications : an engineering approach / / Sandor Imre, Laszlo Gyongyosi
Advanced quantum communications : an engineering approach / / Sandor Imre, Laszlo Gyongyosi
Autore Imre Sâandor
Pubbl/distr/stampa Hoboken, New Jersey : , : Wiley, , c2012
Descrizione fisica 1 online resource (484 p.)
Disciplina 621.382
621.38201
Altri autori (Persone) GyongyosiLaszlo
Soggetto topico Quantum communication
Quantum computers
ISBN 1-118-33745-X
1-283-86924-1
1-118-33743-3
Formato Materiale a stampa
Livello bibliografico Monografia
Lingua di pubblicazione eng
Nota di contenuto PREFACE xvii -- CHAPTER 1 INTRODUCTION 1 -- 1.1 Emerging Quantum Infl uences 2 -- 1.2 Quantum Information Theory 2 -- 1.3 Different Capacities of Quantum Channels 3 -- 1.4 Challenges Related to Quantum Channel Capacities 5 -- 1.5 Secret and Private Quantum Communication 6 -- 1.6 Quantum Communications Networks 8 -- 1.7 Recent Developments and Future Directions 9 -- CHAPTER 2 INTRODUCTION TO QUANTUM INFORMATION THEORY 11 -- 2.1 Introduction 12 -- 2.2 Basic Definitions and Formulas 15 -- 2.3 Geometrical Interpretation of the Density Matrices 25 -- 2.4 Quantum Entanglement 31 -- 2.5 Entropy of Quantum States 34 -- 2.6 Measurement of the Amount of Entanglement 43 -- 2.7 Encoding Classical Information to Quantum States 49 -- 2.8 Quantum Noiseless Channel Coding 54 -- 2.9 Brief Summary 57 -- 2.10 Further Reading 57 -- CHAPTER 3 THE CLASSICAL CAPACITIES OF QUANTUM CHANNELS 65 -- 3.1 Introduction 65 -- 3.2 From Classical to Quantum Communication Channels 73 -- 3.3 Transmission of Classical Information over Quantum Channels 77 -- 3.4 The Holevo-Schumacher-Westmoreland Theorem 84 -- 3.5 Classical Communication over Quantum Channels 89 -- 3.6 Brief Summary of Classical Capacities 98 -- 3.7 Multilevel Quantum Systems and Qudit Channels 98 -- 3.8 The Zero-Error Capacity of a Quantum Channel 100 -- 3.9 Further Reading 117 -- CHAPTER 4 THE QUANTUM CAPACITY OF QUANTUM CHANNELS 126 -- 4.1 Introduction 126 -- 4.2 Transmission of Quantum Information 128 -- 4.3 Quantum Coherent Information 136 -- 4.4 The Asymptotic Quantum Capacity 146 -- 4.5 Relation between Classical and Quantum Capacities of Quantum Channels 149 -- 4.6 Further Reading 151 -- CHAPTER 5 GEOMETRIC INTERPRETATION OF QUANTUM CHANNELS 156 -- 5.1 Introduction 156 -- 5.2 Geometric Interpretation of the Quantum Channels 157 -- 5.3 Geometric Interpretation of the Quantum Informational Distance 162 -- 5.4 Computation of Smallest Quantum Ball to Derive the HSW Capacity 182 -- 5.5 Illustrative Example 190 -- 5.6 Geometry of Basic Quantum Channel Models 191.
5.7 Geometric Interpretation of HSW Capacities of Different Quantum Channel Models 197 -- 5.8 Further Reading 213 -- CHAPTER 6 ADDITIVITY OF QUANTUM CHANNEL CAPACITIES 218 -- 6.1 Introduction 218 -- 6.2 Additivity of Classical Capacity 223 -- 6.3 Additivity of Quantum Capacity 225 -- 6.4 Additivity of Holevo Information 232 -- 6.5 Geometric Interpretation of Additivity of HSW Capacity 245 -- 6.6 Classical and Quantum Capacities of some Channels 260 -- 6.7 The Classical Zero-Error Capacities of some Quantum Channels 264 -- 6.8 Further Reading 265 -- CHAPTER 7 SUPERACTIVATION OF QUANTUM CHANNELS 269 -- 7.1 Introduction 270 -- 7.2 The Non-Additivity of Private Information 270 -- 7.3 Channel Combination for Superadditivity of Private Information 274 -- 7.4 Superactivation of Quantum Capacity of Zero-Capacity Quantum Channels 282 -- 7.5 Behind Superactivation: The Information Theoretic Description 295 -- 7.6 Geometrical Interpretation of Quantum Capacity 302 -- 7.7 Example of Geometric Interpretation of Superactivation 305 -- 7.8 Extension of Superactivation for More General Classes 310 -- 7.9 Superactivation of Zero-Error Capacities 315 -- 7.10 Further Reading 322 -- CHAPTER 8 QUANTUM SECURITY AND PRIVACY 325 -- 8.1 Introduction 326 -- 8.2 Quantum Key Distribution 330 -- 8.3 Private Communication over the Quantum Channel 333 -- 8.4 Quantum Cryptographic Primitives 336 -- 8.5 Further Reading 354 -- CHAPTER 9 QUANTUM COMMUNICATION NETWORKS 362 -- 9.1 Long-Distance Quantum Communications 362 -- 9.2 Levels of Entanglement Swapping 368 -- 9.3 Scheduling Techniques of Purifi cation 371 -- 9.4 Hybrid Quantum Repeater 375 -- 9.5 Probabilistic Quantum Networks 382 -- 9.6 Conclusions 384 -- 9.7 Further Reading 384 -- CHAPTER 10 RECENT DEVELOPMENTS AND FUTURE DIRECTIONS 388 -- 10.1 Introduction 388 -- 10.2 Qubit Implementations 391 -- 10.3 Quantum CPUs 396 -- 10.4 Quantum Memories 400 -- 10.5 Further Reading 411 -- NOTATIONS AND ABBREVIATIONS 413 -- REFERENCES 420 -- INDEX 455.
Record Nr. UNINA-9910830180103321
Imre Sâandor  
Hoboken, New Jersey : , : Wiley, , c2012
Materiale a stampa
Lo trovi qui: Univ. Federico II
Opac: Controlla la disponibilità qui