  A new large class of $2^{100}$ possible stream ciphers as keystream
generators KSGs, is presented. The sample cipher-structure-concept is based on
randomly selecting a set of 16 maximum-period Nonlinear Feedback Shift
Registers (NLFSRs). A non-linear combining function is merging the 16 selected
sequences. All resulting stream ciphers with a total state-size of 223 bits are
designed to result with the same security level and have a linear complexity
exceeding $2^{81}$ and a period exceeding $2^{161}$. A Secret Unknown Cipher
(SUC) is created randomly by selecting one cipher from that class of $2^{100}$
ciphers. SUC concept was presented recently as a physical security anchor to
overcome the drawbacks of the traditional analog Physically Unclonable
Functions (PUFs). Such unknown ciphers may be permanently self-created within
System-on-Chip SoC non-volatile FPGA devices to serve as a digital
clone-resistant structure. Moreover, a lightweight identification protocol is
presented in open networks for physically identifying such SUC structures in
FPGA-devices. The proposed new family may serve for lightweight realization of
clone-resistant identities in future self-reconfiguring SoC non-volatile FPGAs.
Such self-reconfiguring FPGAs are expected to be emerging in the near future
smart VLSI systems. The security analysis and hardware complexities of the
resulting clone-resistant structures are evaluated and shown to exhibit
scalable security levels even for post-quantum cryptography.
