Add to ORKGGiven a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-distance-preserving approximation of P if 1 = i 1¿\u3ci/\u3
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Abstract. Given a polygonal path P with vertices p1, p2,..., pn and a real number t ≥ 1, a pathQ = (...
Given a polygonal path P with vertices p1, p2,..., pn ∈ Rd and a real number t ≥ 1, a path Q = (pi1,...
Given a polygonal path P with vertices p1,p2,...,pn and a real number t ≥ 1, a path Q = (pi1, pi2,.....
AbstractGiven a polygonal path P with vertices p1,p2,…,pn∈Rd and a real number t⩾1, a path Q=(pi1,pi...
AbstractGiven a polygonal path P with vertices p1,p2,…,pn∈Rd and a real number t⩾1, a path Q=(pi1,pi...
We present a pseudo-polynomial time (1+ε)-approximation algorithm for computing the integral Fréchet...
We present a pseudo-polynomial time (1+ε)-approximation algorithm for computing the integral and ave...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Given a polygonal path P with vertices p 1, p 2,...,p n and a real number t = 1, a path TeX is a t-d...
Abstract. Given a polygonal path P with vertices p1, p2,..., pn and a real number t ≥ 1, a pathQ = (...
Given a polygonal path P with vertices p1, p2,..., pn ∈ Rd and a real number t ≥ 1, a path Q = (pi1,...
Given a polygonal path P with vertices p1,p2,...,pn and a real number t ≥ 1, a path Q = (pi1, pi2,.....
AbstractGiven a polygonal path P with vertices p1,p2,…,pn∈Rd and a real number t⩾1, a path Q=(pi1,pi...
AbstractGiven a polygonal path P with vertices p1,p2,…,pn∈Rd and a real number t⩾1, a path Q=(pi1,pi...
We present a pseudo-polynomial time (1+ε)-approximation algorithm for computing the integral Fréchet...
We present a pseudo-polynomial time (1+ε)-approximation algorithm for computing the integral and ave...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...
Let P be an x-monotone polygonal path in the plane. For a path Q that approximates P let WA(Q) be th...