q* Corollary 5.7. The number of m-spaces containing a given k-space is (mk) Theorem 5.9. The incidence graph In (q) is

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q* Corollary 5.7. The number of m-spaces containing a given k-space is (mk) Theorem 5.9. The incidence graph In (q) is

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Q Corollary 5 7 The Number Of M Spaces Containing A Given K Space Is Mk Theorem 5 9 The Incidence Graph In Q Is 1
Q Corollary 5 7 The Number Of M Spaces Containing A Given K Space Is Mk Theorem 5 9 The Incidence Graph In Q Is 1 (13.68 KiB) Viewed 35 times
q* Corollary 5.7. The number of m-spaces containing a given k-space is (mk)
Theorem 5.9. The incidence graph In (q) is a design graph, with parameters 1 ---•7 -(i)--7 (3) = = = C = 9-1 1 1 F F d = n- " = qn-2-1 q-1
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