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99435 documents, page 1 of 9944

双生児による口蓋の遺伝学的研究

約350組の双生児の歯列模型より, 前歯ならびに第一・第二小日歯および第一大臼歯が萌出し, これらの歯に歯質欠損や人為的処置がない上顎歯列模型をえらび, 諸測度より口蓋の形態の遺伝性を調査した。異常な測度や組内差をしめすものは推計学的に一卵性および二卵性双生児の資料から除いたので, 調査対象となったのは一卵性双生児40組, 二卵性双生児14組であった。調査測度の16項目について, 双生児の組内差, 組内差示数および組内差分散よりみると, 口蓋の概形(modulus), 全長径および全面積といった口蓋全体にかかわるものでは, 一卵性双生児の類似度は二卵性双生児のそれよりもたかい。口蓋の形状は遺伝因子と環境の所産ではあるが, 相対的には口蓋は全体として遺伝的安定度がたかく, これに日歯部の形状がつづく。前歯部の形状はやや遺伝的安定度におとっていた。とくに小臼歯部より近心側の所謂前歯部の口蓋の長径は環境の影響に対して強い抵抗性をしめすものとは思わなれなかった。また, 第一小臼歯部や第一大臼歯部といった口蓋の幅径は遺伝的な安定度がたかい傾向にあった。...

Two different parasporal inclusions are produced by Bacillus thuringiensis subsp. finitimus.

Bacillus thuringiensis subsp. finitimus produced at least two parasporal inclusions. One inclusion was formed within the exosporium and remained with the spore after mother cell lysis. A second inclusion formed somewhat later exterior to the exosporium. Each inclusion contained a major polypeptide of about 135,000 daltons with unique antigenic determinants. This subspecies contained only two plasmids, of 98 and 77 megadaltons (MDa). Strains cured of these plasmids produced only the free inclu...

Expression of Mycobacterium leprae genes from a Streptococcus mutans promoter in Escherichia coli K-12.

Genomic libraries of Mycobacterium leprae DNA partially digested with Pst I were constructed in the expression vector pYA626, which contains the promoter region from the Streptococcus mutans gene encoding aspartate beta-semialdehyde dehydrogenase, which is very efficiently expressed in Escherichia coli. We have detected several clones that complement a mutation in the citrate synthase gene of E. coli. Southern blot analysis demonstrated that the complementing DNA was M. leprae DNA. Sodium dod...

On the Weak Limits of Elementary Symmetric Polynomials

Es, A.J. (1986)
In this paper we extend recent results of Szekely and others on the weak limits of elementary symmetric polynomials $S^{(k_n)}_n(X_1,\cdots, X_n)$ in the case where the order $k_n$ of the polynomials is proportional to the number of variables $n$.