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( ) (, ) arxiv: hgm OpenXM search. d n A = (a ij ). A i a i Z d, Z d. i a ij > 0. β N 0 A = N 0 a N 0 a n Z A (β; p) = Au=β,u N n 0 A
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No. No. 4 No f(z) z = z z n n sin x x dx = π, π n sin(mπ/n) x m + x n dx = m, n m < n e z, sin z, cos z, log z, z α 4 4 9
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Hofstater codelet (Workplace) copycat (Hofstadter, 1995). (, 1996) 1980 n n 0 1 m! (Gentner, 1983, 1989) _ _ _ _ _ 1) 1) localist
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1 1 Lambert Adolphe Jacques Quetelet ( ) [ ] 1 (1 ) n x 1, x 2,..., x n x a 1 a i a m f f 1 f i f m n 1.1 ( ( ))
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2 1 x 2 x 2 = RT 3πηaN A t (1.2) R/N A N A N A = N A m n(z) = n exp ( ) m gz k B T (1.3) z n z = m = m ρgv k B = erg K 1 R =
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Dρ Dt =0, Du Dt = 1 ρ p + ν 2 u + g. (1) m ρ: [kg/m 3 ] u: [m/s] p: [N/m 2 ] ν: [m 2 /s] g: [m/s 2 ] 3 MPS p i = D s n 0 2 u i = 2D s n 0 λ j i
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(a) (b) (c) 1 (a) (b) m m = (c) p i p i+1 < = ς m L i : {1,..., n} R SVM p i (i = 1,..., m) n ς Kvarnström [1] (1) p m p 1 < = ς O(mnς) [1] (1) n O(mn
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参考 METAR,SPECI,TREND, 国内記事の順序を以下に示す 通報型式 : METAR COR CCCC YYGGggZ NIL dddffgf m f m KT d n d n d n Vd x d x d x SPECI METAR SPECI RD R D R /V R V R V
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() x + y + y + x dy dx = 0 () dy + xy = x dx y + x y ( 5) ( s55906) 0.7. (). 5 (). ( 6) ( s6590) 0.8 m n. 0.9 n n A. ( 6) ( s6590) f A (λ) = det(a λi)
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. T ::= x f n t 1 t n F n,m (x(t 1 t n )t 1 t m) x, f n n, F n,m n, m-., F n,m (x(t 1 t n )t 1 t m), x, t 1,..., t n, t 1,..., t m. F n,m (x(t 1 t n )
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HydroxypropylcelluloseCellulose 2-hydroxypropyl ether CH 2 OR R=H H O O H CH H 3 OR H CH 2 CH O m H OR m1 n 30,000n 100 1,000,000n 2,500 13) 1 14 C 14
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a m 1 mod p a km 1 mod p k<s 1.6. n > 1 n 1= s m, (m, = 1 a n n a m 1 mod n a km 1 mod n k<sn a 1.7. n > 1 n 1= s m, (m, = 1 r n ν = min ord (p 1 (1 B
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