On the existence of cyclic Steiner Quadruple systems SQS (2p)
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Abstract Subsequent to Kohler's result in [1], Satz 8, we show that strictly cyclic SQS(2 p ), p prime number and p≡53,77 (120) exist if a certain number theoretic claim can be proved. We verified this claim for all admissible prime numbers p
[1] Helmut Siemon. Infinite families of strictly cyclic Steiner quadruple systems , 1989, Discret. Math..
[2] Helmut Siemon,et al. Some remarks on the construction of cyclic Steiner Quadruple Systems , 1987 .