Computer Animation 2000 (CA'00)
Motion Processing Using Variable Harmonic Components
Philadelphia, Pennsylvania
May 03-May 05
ISBN: 0-7695-0683-6
This paper discusses the problem of motion processing and proposes the use of a mathematical model, which describes a motion signal as a path with variable harmonic components. We show that this model is quite suited to representing a motion path as a periodic part with additional motion texture (noise), as described in [18]. This provides a good mathematical formulation to the idea of “motion content”. We also describe some mathematical tools that can be used with the model in order to construct different motion path filters. As an application, we describe an algorithm to change automatically the time duration of a motion. We also point to interesting research directions on motion processing, using the model here introduced.
Index Terms:
Motion processing, Motion editing, Windowed Fourier Transform, Gabor wavelets, Lapped Cosine Transform, Cyclification, Reparametrization, Harmonic components
Citation:
Jonas Gomes, Luiz Velho, Fernando Wagner da Silva, Siome Klein Goldenstein, "Motion Processing Using Variable Harmonic Components," ca, pp.62, Computer Animation 2000 (CA'00), 2000