/pdf/a-fast-method-of-generating-pseudo-random-vectors-of-high-3v2posoo07.pdf

A Fast Method of Generating Pseudo-Random Vectors of High Dimension for testing Systems-on-Chip

A fuel pin hold-down and spacing apparatus for use in nuclear reactors is disclosed. Fuel pins forming a hexagonal array are spaced apart from each other and held-down at their lower end, securely attached at two places along their length to one of a plurality of vertically disposed parallel plates arranged in horizontally spaced rows. These plates are in turn spaced apart from each other and held together by a combination of spacing and fastening means. The arrangement of this invention provides a strong vibration free hold-down mechanism while avoiding a large pressure drop to the flow of coolant fluid. This apparatus is particularly useful in connection with liquid cooled reactors such as liquid metal cooled fast breeder reactors.

http://www.gbv.de/dms/ilmenau/toc/566424193.PDF

The Art of Computer Programming

Designing a high-performance SoC based on a 16-bit processor core

Though generating a sequence of pseudorandom numbers by linear methods (Lehmer generator) displays acceptable behavior under some conditions of the parameters, it also has undesirable features, which makes the sequence unusable for various stochastic simulations. An extension which showed promise for such applications is a generator obtained by using a first-order recurrence based upon the inversive modulo a prime or a prime power, called inversive congruential generator (ICG). A lot of work has been dedicated to investigate the periods (under some conditions of the parameters), the lattice test passing, discrepancy and other statistical properties of such a generator. Here, we propose a new method, which we call hybrid inversive congruential generator (HICG), based upon a second order recurrence using the inversive modulo M, a power of 2. We investigate the period of this pseudorandom numbers generator (PRNG) and give necessary and sufficient conditions for our PRNG to have periods M (thereby doubling the period of the classical ICG) and M/2 (matching the one of the ICG). Moreover, we show that the lattice test complexity for a binary sequence associated to (a full period) HICG is precisely M/2.

/pdf/a-hybrid-inversive-congruential-pseudorandom-number-3zx2ulf4d3.pdf

A Hybrid Inversive Congruential Pseudorandom Number Generator with High Period

/pdf/a-methodology-for-testing-the-microprocessor-core-of-a-13hd5v629z.pdf

A Fast Method of Generating Pseudo-Random Vectors of High Dimension for testing Systems-on-Chip

References

The Art of Computer Programming

Designing a high-performance SoC based on a 16-bit processor core

A Hybrid Inversive Congruential Pseudorandom Number Generator with High Period

A methodology for testing the microprocessor core of a system on chip with a x86-compatible microprocessor

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