F.L.Wright1869 1959 A.Schoenberg1874 1951 M.Chagall1887 JohnvonNeu-mann1903 1957
ONeugebauer1899
5876 A 0
TLodge1558 1625 TKyd,1558 1594 G Peele1558 1597 JLyly 1554 16O6 CMarlowe 1564 1593 RGreene1560 1592 TNashe1567 1601
1988
BenJonson1573 1637 9 67 68
AeschylusBC525 456 Sopho-clesBC495 406 EuripidesBC480 406 WHazlitt1778 1803
JDryden1631 1700 1670 88
Caliban
VirginiaWoolf1892 1941
2 1 7 13
1987 118
1984
sinhπx x ax 1 = 2n( n + 1) π sinh 3π e 3 2 e 3πx 0 2π/ 3 e n= 0
VirginiaWoolf1882 1941
x τ x T τ τ 3 hv B ( T ) 2 1 v τ = ( 1) 2 c exp( hv / kt 1) τ I d Bv T k v v( θ) = τ ( τ)( )exp[ k v k) τ sec θ]sec θ ( 2) 0 k k v / k
8000A 8000 16000 0 0 A A 0
V V ( t t 0) 2 V ( t t 0) 2
ϕ ϕ ϕ ϕ ϕ ϕ
dn N j 3 2 2 = e j u du ( 1) 3 2 π / 3 2 3 dn N j e u u du N j 1 j 1 j = 2 2 2 1 + e 2 u u du 1 2 1 2 1 2 2 ( 2) [ / ] [ / ] π π dn = N j j j 1 2 3 2 2 2 2 exp( j u j u du du du 3 2 1 2 3 3 ) 1 2 3 ( 4) π / 2
dp dr r k L ( r ) 1 = pp r = at 2 4πcr 3 2 L( r) = 4π ερr dr ( 6) i r 4 ( 5)
cgm L < 4 π ( 7) σ e
4 [ k / ] ( ) / H R 3 1 2 1 8 3 2 a G π α = 8 5 k 4 9 3 3 15h c ( )
3/ 2 hc 1 34 29. 2 52. 10 g ( 10) 2 G H a hc 1 11 2a 1 G H ( )
TheHuntingoftheSnark LewisCarroll
* ij, k = ij, k + 1 ( gikϕ + j gikϕ i g ijϕ k ) 12 2 ϕ 1 ax ϕ ϕ i λ j 13 ax aϕ k aϕ i Fik = j k 14 ax ax
* =, + K, + K, K, ( 17) ij, k ij k ik j jk i ij k
= 1 GM = 1 π R 18 2 E ( ) R c 2 E
N / R N R E N = R E 2 mec ( 19) 2 e E GNmρ 1 = πr 2 E ( 20) c 2 π 2 e 4 N = = 128. 10 2 4 ( Gm m ) p 4 1 e 9 1 / = R E = π = 107. 10 ( 21) 2 2 2 Gm m c p e e 79
h p = 1 2 3 2/ 3 20 m n 5/ 3 ( ) ( 22) π e 1 3 1/ 3 4/ 3 p = ( ) hcn ( n ) ( 23) 8 π
hc 3 / 2 Mlimit = 0197. ( ) 1 = 576. µ 2 ( 24) G 2 e ( µ e H )
iσ10 iσ 30 0 σ2 E 1 = E 2 = E 3 = ( 25) 0iσ1 0iσ 3 σ2 0 iσ 2 0 0iσ 2 E4 = E 5 = 0 iσ2 iσ 20
d acd( 1 b) 1 a( 1 b) + a( 1 b)( c 2cd + d)
ϕ ϕ 3 1/ 2 44 3 1/ 2 hg / c 5.4 10 hg / c 33 h 1.6 10 h = 2 π
ϕ θ
2 2 1 2 ds = ( δ )[ χ( dt) ( d dt) ] χ ϕ ω 2 2 d d e 3 + 2 [ ( ) + ( ) µ µ η µ ] ( 1) δ η δ µ θµ η χω µ µ ω ω η χω χω µ µ φφ χω ~ χ ~ ω χ = ω = ( 4) 2 2 2 2 χ ω χ ω ψφ χω δ ψ = ( 5) χ φω δ φ χ ω φ = = χ ω η µ µ η 2 2 6 ~ ~ ~ ~ χ ω ψ φ ~ ~ ψ φ χ φ ( ) ~ + ~ ~ + Z = ψ + iφz = ψ+ iφ ( 7) + + + Z 1 + Z 1 E = E = + ~ ( 8) Z + 1 + Z + 1 η η η µ µ µ ~ η η µ µ ~
2 2 2 1 1 2 2 ds = ( δ )[ χ( dx ) + ( dx q 2dx ) ] χ 2 2 ν + µ d d + e 3 [ ( η ) ( µ ) ] ( 10) δ η δ µ η µ χ υµ η µ ψφ ψφχ ( δ ) ψ = χ δ φ = q φ = q χ χ η 2 2µ µ 2 2η ( 12) ( 13) χ ψφ χ ψφ E Z + 1 + Z 1 = E = ( 15) + Z + 1 Z + 1 ψφ ψ φω
φ ψ + + Z 1 E = ( 19) + Z + 1 η η η µ µ µ η η µ µ E = E 1 4 2 Q 21 Ei Ma vac ( ) ψ η η η µ ~ ~ ~ + Pη iqµ E ψ iφ
η η µ ΨΦ η µ η η η µ η η µ η µ δ ThroughtheLookingGlass LewisCarroll1832 1898
η Ψ µ µ µ Ψ µ µ
ij i j ij T = Ek k = 1 R 2 ( 27)
t φ t φ t φ t φ x 1 x 2 x 1 x 2 ~ E E + E + η pη+iqµ - p 2 +q 2 =1 η ( 1 4Q 2 ) pη+iqµ - p 2 +q 2 =1-4Q 2 η pη+iqµ p 2 +q 2 =1 D D - D - D x 1 x 2 - x 1 x 2 - -
~ E E + E + x 1 x 2 x 1 x 2 E+(E vac - = pη+iqµ) - 1 4Q x 1 2 x x 1 2 x x 1 2 x x 1 2 x η x 1 x 2 - pη+iqµ p 2 +q 2 =1 - η ( 1 4Q 2 ) pη+iqµ - p 2 +q 2 = 1-4Q 2 x 1 x 2 D - x 1 x 2 D - x 1 x 2 D - D
2 ~ E E + E + x 1 x 2 x 1 x 2 η x 1 - x 2 - (H=E vac ) pη+iqµ - p 2 +q 2 =1 (H=E vac ) x 1 x 2 - pη+iqµ x 1 x 1 x 2 x 2 - - x 1 x 2 (H=E vac ) D pη+iqµ x 1 x 2 (R ij =Ck i k j ) - - (H=E vac ) ε=p
2 ~ t φ η 1 lnψ = ln η + 1 t ~ φ η 1 lnψ = ln η + + A 2n+ 1P2 n+ 1( 1 = 0 A P ( µ ) p ( η) χ 1 χ 2 χ 1 χ 2 χ 1 χ 2 χ 1 χ 2 n n n n 1 + η lnχ = ln 1 η η 1 lnχ = ln η + 1 + A P ( µ ) p ( η) n n n n - 1 1+ H 1 1+ η ln = ln 2 1 H 2 1 η (H=E vac ) - - 1 1+ H 1 1+ η ln = ln + 2 1 H 2 1 η A P ( µ ) P ( η) n n n n
1962