Publications by authors named "Ping-Man Lam"

Article Synopsis
  • Cube mapping is popular in graphics applications because it benefits from hardware support, but it doesn't evenly sample spherical surfaces, leading to unevenness.
  • Recent developments, like isocube mapping, improve this by ensuring even sampling but introduce issues with nonrectilinear texels that can hurt filtering quality.
  • The newly proposed unicube mapping combines the strengths of both cube and isocube mapping by using a simple modification in the lookup process, resulting in better real-time texture filtering and easier dynamic environment mapping.
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Article Synopsis
  • This paper introduces a new method called multiscale spherical radial basis function (MSRBF) representation for simulating all-frequency lighting, which can cover both distant and local light sources.
  • The method organizes spherical radial basis functions (SRBFs) into multiple levels based on their size, allowing larger functions to handle lower frequency lighting while smaller functions manage higher frequencies.
  • The MSRBF approach enhances rendering efficiency, allows for scalable quality adjustments, and demonstrates practical use in real-time lighting and data compression.
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Article Synopsis
  • * It highlights the radial basis function (RBF) as a more efficient method than spherical harmonics for IAI representation, but notes that high-frequency lighting effects require numerous RBFs, which can slow down relighting.
  • * The investigation proposes a partial reconstruction scheme that utilizes the locality of RBFs, resulting in significantly faster relighting speeds while maintaining similar levels of distortion compared to traditional RBF and spherical harmonic methods.
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In image-based relighting, a pixel is associated with a number of sampled radiance values. This paper presents a two-level compression method. In the first level, the plenoptic property of a pixel is approximated by a spherical radial basis function (SRBF) network.

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Spherical harmonic (SH) basis functions have been widely used for representing spherical functions in modeling various illumination properties. They can compactly represent low-frequency spherical functions. However, when the unconstrained least square method is used for estimating the SH coefficients of a hemispherical function, the magnitude of these SH coefficients could be very large.

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The global extended Kalman filtering (EKF) algorithm for recurrent neural networks (RNNs) is plagued by the drawback of high computational cost and storage requirement. In this paper, we present a local EKF training-pruning approach that can solve this problem. In particular, the by-products, obtained along with the local EKF training, can be utilized to measure the importance of the network weights.

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