M. M. MESMOUDI

Last name: M. M. MESMOUDI

2003 (v1)

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Level-Of-Detail (LOD) modeling of scalar fields through topology-driven simplification

DANOVARO, EMANUELE MAGILLO, PAOLA M. M. MESMOUDI

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Uploaded on: March 31, 2023
2002 (v1)

Publication

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Topological analysis and characterization of discrete scalar fields

DANOVARO, EMANUELE DE FLORIANI, LEILA M. M. MESMOUDI

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Uploaded on: April 14, 2023
2002 (v1)

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Extraction of critical nets based on a discrete gradient vector field

DE FLORIANI, LEILA DANOVARO, EMANUELE M. M. MESMOUDI

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Uploaded on: April 14, 2023
2002 (v1)

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A Smale-like Decomposition for Discrete Scalar Fields

DE FLORIANI, LEILA M. M. MESMOUDI E. DANOVARO

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Uploaded on: March 25, 2023
2003 (v1)

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Decomposing non-manifold object in arbitrary dmension

DE FLORIANI, LEILA PUPPO, ENRICO M. M. MESMOUDI

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Uploaded on: March 25, 2023
2004 (v1)

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An Algorithm for Decomposing Multi-dimensional Non-manifold Objects

DE FLORIANI, LEILA PUPPO, ENRICO M. M. MESMOUDI

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Uploaded on: April 14, 2023
2003 (v1)

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Morphology-driven simplification and multiresolution modeling of terrains

DANOVARO, EMANUELE DE FLORIANI, LEILA MAGILLO, PAOLA

We propose a technique for simplification and multiresolution modeling of a terrain represented as a TIN. Our goal is to maintain the morphological structure of the terrain in the resulting multiresolution model. To this aim, we extend Morse theory, developed for continuous and differentiable functions, to the case of piecewise linear...

Uploaded on: April 14, 2023
2002 (v1)

Publication

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Non-manifold decompositions in arbitrary dimensions

DE FLORIANI, LEILA PUPPO, ENRICO M. M. MESMOUDI

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Uploaded on: April 14, 2023

M. M. MESMOUDI

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