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Conjoining Gestalt Rules for Abstraction of Architectural Drawings
Liangliang Nan1 Andrei Sharf2 Ke Xie1 Tien-Tsin Wong3 Oliver Deussen4 Daniel Cohen-Or
5 Baoquan Chen1
1 SIAT 2 Ben Gurion Univ.3 CUHK 4 Konstanz Univ.5 Tel Aviv Univ.
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Abstract
We present a method for s***ctural summarization and abstraction
of complex spatial arrangements found in architectural drawings.
The method is based on the well-known Gestalt***les, which sum-
marize how forms, patterns, and semantics are perceived by humans
from bits and pieces of geometric information. Although defining
a computational model for each***le alone has been extensively s-
tudied, modeling a conjoint of Gestalt***les remains a challenge.
In this work, we develop a computational framework which mod-
els Gestalt***les and more importantly, their complex interaction-
s. We apply conjoining***les to line drawings, to detect groups of
objects and repetitions that conform to Gestalt principles. We sum-
marize and abstract such groups in ways that maintain s***ctural
semantics by displaying only a reduced number of repeated ele-
ments, or by replacing them with simpler shapes. We show an ap-
plication of our method to line drawings of architectural models of
various styles, and the potential of extending the technique to other
computer-generated illustrations, and three-dimensional models.
CR Categories: I.3.5 [Computer Graphics]: Geometric Modeling
and Level of Detail—Geometric algorithms;
Keywords: simplification, abstraction, Gestalt
1 Introduction
Artistic imagery, architectural renderings, cartography and games
often exploit abstraction to clarify, exaggerate, simplify or empha-
size the visual content. Abstraction is a strategy for communicating
information effectively. It allows artists to highlight specific visu-
al information and thereby direct the viewer to important aspects
of the s***cture and organization of the scene. In this paper, we
present an approach to the abstraction of 2D shapes, in particular
those of architectural models. Our approach to abstracting shape
directly aims to clarify shape and preserve meaningful s***ctures
using Gestalt principles.
The well-known Gestalt principles by Wertheimer [1923], reflect
strategies of the human visual system to group objects into forms
and create internal representations for them. Whenever groups of
visual element have one or several characteristics in common, they
get grouped and form a new larger visual object - a gestalt. Psychol-
ogists have tried to simulate and model these principles, by finding
computational means to predict what human perceive as gestalts in
images.
The notion of Gestalt is very well-known and widely used in var-
ious fields. In particular, it explains the tendency of the human
visual recognition to form whole shapes and forms just from bits
and pieces of geometric information. Naturally, Gestalt principles
have been used in computer vision, primarily in context with object
recognition and scene understanding. In computer graphics, Gestalt
principles have been applied to a variety of applications, like scene
completion [Drori et al. 2003], image and scene abstraction [Wang
et al. 2004; Mehra et al. 2009], stroke synthesis [Barla et al. 2006;
Ijiri et al. 2008] and emerging images generation [Mitra et al. 2009].
In general, these works rely on discrete Gestalt principles, but none
addresses the complex interactions emerging from the multitude of
Gestalt principles operating simultaneously.
A difficult problem while dealing with gestalts is the conjoined ef-
fect of two or more Gestalt principles operating at the same time
on the same site. Modeling gestalts in such cases is especially
challenging due to the complexity and ambiguity of the scene. Re-
cently, attempts to discover how grouping principles interact were
made in psychology and computer vision [Desolneux et al. 2002;
Feldman 2003; Cao et al. 2007; Kubovy and van den Berg 2008].
These works model limited gestalt interactions, by finding com-
putational means which are physiologically plausible. Kubovy and
van den Berg [2008] explore the quantification of perceptual group-
ings formed conjointly by two grouping principles: similarity and
proximity. Nevertheless, providing general computational means
for modeling the interaction of multiple Gestalt principles remains
a difficult challenge.
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