Category Ranking

98%

Total Visits

921

Avg Visit Duration

2 minutes

Citations

20

Article Abstract

Glass largely blurs the boundary between the real world and the reflection. The special transmittance and reflectance quality have confused the semantic tasks related to machine vision. Therefore, how to clear the boundary built by glass, and avoid over-capturing features as false positive information in deep structure, matters for constraining the segmentation of reflection surface and penetrating glass. We propose the Fourier Boundary Features Network with Wider Catchers (FBWC), which might represent the first attempt to utilize sufficiently wide horizontal shallow branches without vertical deepening for guiding the fine granularity segmentation boundary through primary glass semantic information. Specifically, we design the Wider Coarse-Catchers (WCC) for anchoring large area segmentation and reducing excessive extraction from a structural perspective. We embed fine-grained features by Cross Transpose Attention (CTA), which is introduced to avoid the incomplete area within the boundary caused by reflection noise. For excavating glass features and balancing high-low layers context, a learnable Fourier Convolution Controller (FCC) is proposed to regulate information integration robustly. The proposed method is validated on three different public glass segmentation datasets. Experimental results reveal that the proposed method yields better segmentation performance compared with the state-of-the-art (SOTA) methods in glass image segmentation.

Download full-text PDF

Source
http://dx.doi.org/10.1109/TIP.2025.3592522DOI Listing

Publication Analysis

Top Keywords

fourier boundary
8
boundary features
8
features network
8
network wider
8
wider catchers
8
glass
8
glass segmentation
8
proposed method
8
segmentation
7
features
5

Similar Publications

In engineering applications where extreme environmental conditions are becoming increasingly prevalent, the dynamic behavior of liquid droplets on solid surfaces plays a vital role in determining system efficiency and reliability. Particularly in scenarios such as anti-icing, anticorrosion, and self-cleaning, the fabrication of micro/nanostructured surfaces with exceptional hydrophobic properties has emerged as a critical strategy. However, constrained by the technical limitations of current experimental equipment in microscale observation and the capture of transient droplet impact processes, the influence mechanism of statistical roughness parameters (skewness and kurtosis) on droplet bouncing remains underexplored.

View Article and Find Full Text PDF

Carbon dots (CDs) have emerged as promising nanomaterials for bioimaging and stress monitoring due to their unique optical and functional properties. CDs were synthesized using citric acid and -phenylenediamine via microwave-assisted heating, named as CP-CDs. High-resolution transmission electron microscopy observed an average particle size of 3.

View Article and Find Full Text PDF

Ray Transform of Symmetric Tensor Fields on Riemannian Manifolds with Conjugate Points.

J Geom Anal

August 2025

TIFR Centre for Applicable Mathematics, PO Box 6503, GKVK PO, Sharada Nagar, Chikkabommasandra, Yelahanka New Town, 560065 Bangalore, Karnataka India.

In this article, we study the microlocal properties of the geodesic ray transform of symmetric -tensor fields on 2-dimensional Riemannian manifolds with boundary allowing the possibility of conjugate points. As is known from an earlier work on the geodesic ray transform of functions in the presence of conjugate points, the normal operator can be decomposed into a sum of a pseudodifferential operator ( DO) and a finite number of Fourier integral operators (FIOs) under the assumption of no singular conjugate pairs along geodesics, which always holds in 2-dimensions. In this work, we use the method of stationary phase to explicitly compute the principal symbol of the DO and each of the FIO components of the normal operator acting on symmetric -tensor fields.

View Article and Find Full Text PDF

Exact nonlocal hydrodynamics predict rarefaction effects.

Phys Rev E

July 2025

ETH Zurich, Department of Mechanical and Process Engineering, 8092 Zurich, Switzerland.

We combine the theory of slow spectral closure for linearized Boltzmann equations with Maxwell's kinetic boundary conditions to derive optimal hydrodynamics with arbitrary accommodation. Focusing on shear-mode dynamics, we obtain explicit steady state solutions in terms of Fourier integrals and closed-form expressions for the mean flow and the stress. We demonstrate that the exact nonlocal fluid model correctly predicts several rarefaction effects with accommodation, including the Couette flow and thermal creep in a plane channel.

View Article and Find Full Text PDF

Focusing ability of electrically large graphene-dielectric-graphene reflector at microwaves analysed using method of analytical regularization.

Philos Trans A Math Phys Eng Sci

August 2025

Electrical and Electronics Engineering Deparment, Dokuz Eylul University, Buca, Izmir 35160, Turkey.

The studied geometry is a two-dimensional thin dielectric parabolic reflector, sandwiched between graphene. It is illuminated by an E-polarized electromagnetic plane wave. The goal is to determine the focusing ability, scattering and absorption characteristics of such a composite reflector depending on the problem parameters.

View Article and Find Full Text PDF