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THE PROOFS OF SOME CONJECTURES ON HIGHER DIMENSIONAL HADAMARD MATRICES
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作者 杨义先 《Chinese Science Bulletin》 SCIE EI CAS 1986年第24期1662-1667,共6页
Conjectures considered in this paper all come from (1)Our results are: Conjectures (d) and (e) are correct but Conjecture (c) is wrong. Conjecture (d). An algorithm may be developed for deriving a completely proper m^... Conjectures considered in this paper all come from (1)Our results are: Conjectures (d) and (e) are correct but Conjecture (c) is wrong. Conjecture (d). An algorithm may be developed for deriving a completely proper m^3 (or m^n) Hadamard matrix from an m^2 one. 展开更多
关键词 HADAMARD WRONG matrices integer correct arbitrarily LEMMA verify permutation answer
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A NOTE ON INVARIANCE PRINCIPLE FOR ADDITIVE FUNCTIONAL OF A MARKOV CHAIN
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作者 陆传荣 陆传赉 《Chinese Science Bulletin》 SCIE EI CAS 1982年第11期1243-,共1页
Let {x_n} be a Markov chain with positive reeurrent countable state space Ⅰ and stationary transition. Let f(u) be a nonnegative real valued functional on I.
关键词 STATIONARY NONNEGATIVE VALUED
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