【 misprint(?)情報 】
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投稿大歓迎．M = Motivic, N = Non-holonomic, P = Page, L+ = Line from the top,
L- = Line from the bottom.
misprints 6 (N). 8 Oct. 2003. Communicated by Goo Ishikawa.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
P177. L+18. $H\frac{d}{dt}\psi$ --> $H\psi$
misprints 5 (N). 4 July 2003. Communicated by Jiro Adachi.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
まず，これは少し注意しなければいけないと思うのですが，
どこからか，``type $(n,k)$" と ``with growth vector $(a,b)$" が
混乱していると思います．
例えば，
P86. L-11. の type(3,5) and of (2,3,5) は，growth vector だと思います．
あと，ミスプリントと思われるのは，次のものです．
P86. L-3. $w\colon \mathcal{E}^\perp\to\bigwedge^2\mathcal{H}^\ast$ -->
$w\colon \mathcal{E}^\perp\to\bigwedge^2\mathcal{E}^\ast$
P86. L-3. $\bigwedge^2\mathcal{H}\to TQ/\mathcal{E}$ -->
$\bigwedge^2\mathcal{E}\to TQ/\mathcal{E}$
P87. L+15. $P\mathbb{H}_q$ --> $P\mathcal{H}_q$
P87. L-7. $\ker(w(\lambda)$ --> $\ker(w(\lambda))$
P87. L-3. 5.4 --> 5.5
misprints 4 (N). 25 June 2003. Communicated by Goo Ishikawa.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
P60. L+2. $\Phi$ --> $\Psi$ \\
P60. L+19. $\lambda$ --> $\lambda_1$ \\
misprints 3 (N): 6 June 2003. Communicated by Jiro Adachi.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
P51. L-2. $\mathcal{I}^{(s)}$ --> $\mathcal{I}^{(r)}$ \\
p77. L+16. $Gl(n)$ --> $GL(n)$ %こういう書き方もあるのかも知れませんが．\\
p77. L-11. $(n,n-1)$ --> $(n-1,n)$ \\
p78. L+3. $\omega_q$ --> $\omega(q)$ \\
P79. L-6. $T_qQ$ --> $T_mM$ \\
p79. L-2. $\sum dp_n+\sum p_i dp^i$ --> $dq^n+\sum p_idq^i$ \\
p80. L+6. $Gr_s(\mathcal{H})$ --> $Gr_\ell(\mathcal{H})$ \\
p81. L+11. $\mathcal{E}^2= [\mathcal{H},\mathcal{H}]$ -->
$\mathcal{E}^2= \mathcal{H} + [\mathcal{H},\mathcal{H}]$ \\
p81. L+11. $\mathcal{E}^3=[\mathcal{E},\mathcal{E}]$ -->
$\mathcal{E}^3= \mathcal{E}^2 + [\mathcal{E}^2,\mathcal{E}^2]$ \\
p81. L+11. $\mathcal{H}^{r+1} = [\mathcal{E}^r, \mathcal{E}^r]$
--> $\mathcal{E}^{r+1} = \mathcal{E}^r + [\mathcal{E}^r, \mathcal{E}^r]$ \\
p81. L-13. alway --> always \\
p82. L+13.（表はかぞえていません） $\dim(M)$ --> $\dim(N)$ \\
p83. L+8. $M\times N\to N$ --> $M\times N\to M$ \\
p83. L+9. $\Hom(\mathbb{R}^k,\mathbb{R}^m)$ -->
$\Hom(\mathbb{R}^k,\mathbb{R}^s)$ \\
misprints 2 (N). 6 June 2003. Communicated by Goo Ishikawa.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
P51. L+8. ${\mathcal H}^2 = [{\mathcal H}, {\mathcal H}]$
--> ${\mathcal H}^2 = {\mathcal H} + [{\mathcal H}, {\mathcal H}]$
P51. L-7. ${\mathcal E}^3 = [{\mathcal H}^2, {\mathcal H}^2]$
--> ${\mathcal E}^3 = {\mathcal H}^2 + [{\mathcal H}^2, {\mathcal H}^2]$
P51. L-7. ${\mathcal E}^j = [{\mathcal E}^{j-1}, {\mathcal E}^{j-1}]$
--> ${\mathcal E}^j = {\mathcal E}^{j-1} +
[{\mathcal E}^{j-1}, {\mathcal E}^{j-1}]$
misprints 1 (N). 29 May 2003. Communicated by Goo Ishikawa.
R. Montgomery,
A Tour of Subriemannian Geometry, Their Geodesics and Applications.
Mathematical Surveys and Monographs, vol. 91, 2002.
P4. L-2. defined define --> defined
P42. L+27. $C_1, C_2, C_3$ --> $C_1, C_2, \epsilon_3$
P42. L+29. $\psi_1(0) = 1$ --> $\phi(0) = 1$
P43. L+13-- P44. L+4. $C_3$ --> $C_2$
P43. L-5. $\dot{y}_3 \leq C_3$ --> $\dot{y} \leq C_2$
P52. L+9. ${\mathcal H}^j = [{\mathcal H}, {\mathcal H}^{j-1}]$
--> ${\mathcal H}^j = {\mathcal H} + [{\mathcal H}, {\mathcal H}^{j-1}]$
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