Chapter 2 · General Information about Cryptography
This chapter establishes the cryptographic background needed for the rest of the book. It explains confidentiality, integrity, and authenticity and contrasts conventional mathematical cryptography with physical methods that are considered when trust in computational hardness assumptions is not sufficient. The chapter also clarifies that rejecting some mathematical assumptions does not mean eliminating all mathematics from a practical system.
A major focus is the relation between physical key generation and symmetric cryptography. QKD, RKD, and MKD generate or distribute symmetric key material, so their practical value depends on how that material is used for encryption, integrity protection, authentication, and post-processing. The chapter discusses why key rates and the availability of fresh secret bits influence which encryption methods are realistic.
The chapter prepares the reader for the later comparison by separating several layers: the physical method that creates key material, the mathematical processing needed to reconcile or amplify it, and the cryptographic mechanisms that consume it. This distinction is essential for evaluating physical methods honestly, because weaknesses may arise in implementation, post-processing, or operational integration rather than in the physical principle alone.
- Defines confidentiality, integrity, and authenticity
- Contrasts mathematical and physical security arguments
- Explains the symmetric-key role of QKD, RKD, and MKD
- Introduces post-processing as a security-relevant layer
- Prepares the evaluation criteria used in later chapters