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rectifiable    
a. 可矫正的,可精馏的

可矫正的,可精馏的

rectifiable
adj 1: capable of being repaired or rectified; "reparable damage
to the car"; "rectifiable wrongs" [synonym: {reparable},
{rectifiable}] [ant: {irreparable}]

Rectifiable \Rec"ti*fi`a*ble\ (r?k"t?*f?`?*b'l), a.
1. Capable of being rectified; as, a rectifiable mistake.
[1913 Webster]

2. (Math.) Admitting, as a curve, of the construction of a
straight line equal in length to any definite portion of
the curve.
[1913 Webster]


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  • Rectifiable sets and examples - Mathematics Stack Exchange
    A countable union of rectifiable sets need not be rectifiable For example, a singleton {r} {r} is rectifiable, but a countable set, dense in the unit ball, is not rectifiable, although it is a countable union of those singletons
  • real analysis - Rectifiable Curve - Mathematics Stack Exchange
    The curve is not rectifiable if we can find a "zig-zag" approximation for the curve with arbitrarily large arc length Pick n ∈N n ∈ N greater than 3 3, and for each 0 <i <n 0 <i <n, let ti = 1 i t i = 1 i, and let tn = 0 t n = 0, t0 = 1 t 0 = 1
  • Rectifiability of a curve - Mathematics Stack Exchange
    It follows that γN γ N has a total length > 2 π ∑N−1 k=2 1 k> 2 π ∑ k = 2 N − 1 1 k Since the sum is unbounded for N → ∞ N → ∞ the considered curve γ γ is not rectifiable
  • Intuition of Rectifiable Sets - Mathematics Stack Exchange
    I just got introduced to rectifiable sets and the def: The set S is rectifiable if the boundary of S is of measure zero This does not really help me understand what a rectifiable set is really an
  • Is there a rectifiable curve whose arc-length isnt continuous?
    Arc length of rectifiable curves is a regular measure so it will be continuous I believe the key proper is σ σ -additivity which ensures it will be continuous from below
  • Rectifiable curve has $n$-dimensional Jordan content zero
    Let Γ Γ be a rectifiable curve in Rn R n Prove that Γ Γ has n n -dimensional Jordan content zero Note that this question differs from How prove that the range of an rectifiable curve has measure zero? and Prove that the image of a curve has zero content in that there is no assumption of continuity here
  • conway text, rectifiable curve - Mathematics Stack Exchange
    I have a question about this, I want to show If f: G → C f: G → C is analytic and γ: [a, b] → G γ: [a, b] → G is a continuous rectifiable curve in G G, then f ∘ γ f ∘ γ is also a rectifiable curve So to show it is rectifiable, we need to show that f ∘ γ f ∘ γ is of bounded variation Note: The def of bounded variation as used in Conway is I thought since f f is
  • Curve $\\gamma(t)=e^{2\\pi i t\\sin (1 t)}$ is not rectifiable
    Let $\\gamma(t)$ be curve in the complex plane, defined on $[0,2\\pi]$ by $$\\gamma(t)=e^{2\\pi i t\\sin (1 t)} \\qquad \\text{with}\\quad\\gamma(0)=1 $$ Prove that





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