2007
DOI: 10.1145/1278480.1278601
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Analog placement based on novel symmetry-island formulation

Abstract: In this paper, we present the first amortized linear-time packing algorithm for the placement with symmetry constraints. We first introduce the concept of a symmetry island which is formed by modules of the same symmetry group in a single connected placement. Based on this concept and the B*-tree representation, we propose automatically symmetric-feasible B*-trees (ASF-B*-trees) to directly model the placement of a symmetry island. Unlike the previous works that can handle only 1D symmetry constraints, our ASF… Show more

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Cited by 32 publications
(58 citation statements)
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“…While there are various different placement algorithms such as Min-Cut and Force-Directed Placement, the most widely used one is Simulated Annealing [3], for example utilized in [4], [9]- [11]. Evolutionary approaches such as genetic algorithms have as well been applied to analog placement [12], and furthermore, [13] also investigates the use of neural networks.…”
Section: A Optimization Algorithmsmentioning
confidence: 99%
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“…While there are various different placement algorithms such as Min-Cut and Force-Directed Placement, the most widely used one is Simulated Annealing [3], for example utilized in [4], [9]- [11]. Evolutionary approaches such as genetic algorithms have as well been applied to analog placement [12], and furthermore, [13] also investigates the use of neural networks.…”
Section: A Optimization Algorithmsmentioning
confidence: 99%
“…Amongst others, particular attention lies on abstract floorplan models such as TCG-S [4], sequence pairs [5], [9] and [10] and more enhanced representations [11]. Particular research effort is spent on the formal, explicit consideration of constraints.…”
Section: A Optimization Algorithmsmentioning
confidence: 99%
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“…Analog placement considering device matching constraints has been extensively studied based on various floorplan representations, such as the absolute floorplan representation [4,7], B*-tree [2,17], hierarchical B*-tree (HB*-tree) [8], sequence pair (SP) [1,18], transitive closure graphs (TCG) [10,22], and corner block list (CBL) [11] for symmetry constraints, and CBL and grid-based approaches [14] for common-centroid constraints. Among these works, only [4,7,11] addressed thermally constrained symmetric placement.…”
Section: Previous Workmentioning
confidence: 99%
“…The respective centers of b and b are (x, y) and (x , y ), and the respective widths/heights of b and b are Given the coordinate of the representative b and the vertical symmetry axisx, the coordinate of the symmetric module b can be calculated by (1). We have x = 2 ×x − x and y = y .…”
Section: Definition 4: a Representative Bmentioning
confidence: 99%