<p>The example shows a fiber on a lattice as defined in Def. 1 and the vertex positions are assigned to each vertex.</p
We find the generating function of self-avoiding walks and trails on a semi-regular lattice called t...
Abstract Antitaxial non-deforming strain fringes from Lourdes, France, show complex quartz, calcite ...
<p>A simple example of the network evolution driven by homophily in local structure.</p
<p>Case 2a shows a self-avoiding edge (purple) of length and Case 2b shows a self-avoiding edge of ...
<p>Left: The fiber (green) on a lattice and its edges selected for contraction. Right: The contracte...
<p>(A)The illustrated fiber walk (green) is shown on a grey lattice, with two locations marked where...
<p>The four cases of right angle configurations of the fiber walk. Configuration 1 shows possible ri...
<p>The boundary (blue) of the fiber walk is derived from the face dual of the lattice (red) in 2D. T...
<p>(A) 3D edge sideways. (B) 3D edge at an angle to display the face where it connects to the node. ...
<p>(left) The original lattice with grey edges and orange vertices. The walk is shown in green and s...
<p>Solid line with beads represents the polymer chain, and the dotted lines represent the underlying...
<p>A nonlinear lattice is a nonlinear electrical network on a two-dimensional rectangular grid graph...
A two-dimensional computer model ([]Fringe Growth') is used to simulate the incremental growth ...
Example of the SC deployment process; the green squares represent the fiber access points.</p
A) New fiber selection shown for fiber selection in event of a crosslink. The new fiber’s direction ...
We find the generating function of self-avoiding walks and trails on a semi-regular lattice called t...
Abstract Antitaxial non-deforming strain fringes from Lourdes, France, show complex quartz, calcite ...
<p>A simple example of the network evolution driven by homophily in local structure.</p
<p>Case 2a shows a self-avoiding edge (purple) of length and Case 2b shows a self-avoiding edge of ...
<p>Left: The fiber (green) on a lattice and its edges selected for contraction. Right: The contracte...
<p>(A)The illustrated fiber walk (green) is shown on a grey lattice, with two locations marked where...
<p>The four cases of right angle configurations of the fiber walk. Configuration 1 shows possible ri...
<p>The boundary (blue) of the fiber walk is derived from the face dual of the lattice (red) in 2D. T...
<p>(A) 3D edge sideways. (B) 3D edge at an angle to display the face where it connects to the node. ...
<p>(left) The original lattice with grey edges and orange vertices. The walk is shown in green and s...
<p>Solid line with beads represents the polymer chain, and the dotted lines represent the underlying...
<p>A nonlinear lattice is a nonlinear electrical network on a two-dimensional rectangular grid graph...
A two-dimensional computer model ([]Fringe Growth') is used to simulate the incremental growth ...
Example of the SC deployment process; the green squares represent the fiber access points.</p
A) New fiber selection shown for fiber selection in event of a crosslink. The new fiber’s direction ...
We find the generating function of self-avoiding walks and trails on a semi-regular lattice called t...
Abstract Antitaxial non-deforming strain fringes from Lourdes, France, show complex quartz, calcite ...
<p>A simple example of the network evolution driven by homophily in local structure.</p
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