Abstract—This paper explores the use of Spherical Harmonics to represent the reflectance function of a 3D surface with known geometry. It is shown that reflectance can be conceived of as a convolution in the angular domain. Spherical Harmonics are used to define a frequency domain in which convolution in the angular domain is equivalent to multiplication in the spherical harmonic frequency domain. This representation leads to novel insights into the reflectance function as well as establishes the conditions for inverse rendering
In recent years, image-based rendering has emerged itself as a new and promising methodology in the ...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...
Abstract. We develop new mathematical results based on the spherical harmonic convolution framework ...
In this paper, we present a new and efficient spherical harmonics decomposition for spherical functi...
Abstract—This paper develops a theory of frequency domain invariants in computer vision. We derive n...
In this paper, we present a new and efficient spherical harmonics decomposition for spherical functi...
2014-09-03This dissertation presents a system for acquiring spatially‐varying reflectance informatio...
We develop new mathematical results based on the spherical harmonic convolution framework for reflec...
diffuse, specular, specular normal, and specular roughness maps. (c) A rendering of the sunglasses w...
Fourier analysis is an invaluable tool to engineers and scientists since a wide range of physical...
Fourier analysis is an invaluable tool to engineers and scientists since a wide range of physical...
Spherical harmonics have many valuable theoretic and practical applications in data and signal proce...
Abstract — Spherical harmonic (SH) basis functions have been widely used for representing spherical ...
<p>Shown are the original surface (top left), the surface after alignment to the -axis (top middle),...
In recent years, image-based rendering has emerged itself as a new and promising methodology in the ...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...
Abstract. We develop new mathematical results based on the spherical harmonic convolution framework ...
In this paper, we present a new and efficient spherical harmonics decomposition for spherical functi...
Abstract—This paper develops a theory of frequency domain invariants in computer vision. We derive n...
In this paper, we present a new and efficient spherical harmonics decomposition for spherical functi...
2014-09-03This dissertation presents a system for acquiring spatially‐varying reflectance informatio...
We develop new mathematical results based on the spherical harmonic convolution framework for reflec...
diffuse, specular, specular normal, and specular roughness maps. (c) A rendering of the sunglasses w...
Fourier analysis is an invaluable tool to engineers and scientists since a wide range of physical...
Fourier analysis is an invaluable tool to engineers and scientists since a wide range of physical...
Spherical harmonics have many valuable theoretic and practical applications in data and signal proce...
Abstract — Spherical harmonic (SH) basis functions have been widely used for representing spherical ...
<p>Shown are the original surface (top left), the surface after alignment to the -axis (top middle),...
In recent years, image-based rendering has emerged itself as a new and promising methodology in the ...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...
This paper proposes a novel method for parametrisation and remeshing incomplete and irregular polygo...