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Improved digital image interpolation technique based on multiplicative calculus and Lagrange interpolation
Digital imaging is used in variety of applications. Together with the improvements in artificial intelligence and its sub-fields, improving computer...
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Spatial Interpolation
This chapter delves into the topic of spatial interpolation techniques, which are utilized to estimate the value of a data variable at a location...
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Framework of Approximate Knowledge Interpolation
Fuzzy interpolative reasoning plays an important role in fuzzy rule-based inference systems, facilitating the extension of the capability of...
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A new virtual interpolation technology with range as object
Virtual interpolation technology can be applied to direction-of-arrival (DOA) estimation as a preprocessing technique to achieve the DOA estimation...
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Interpolation-based decoding of folded variants of linearized and skew Reed–Solomon codes
The sum-rank metric is a hybrid between the Hamming metric and the rank metric and suitable for error correction in multishot network coding and...
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Biharmonic Scattered Data Interpolation Based on the Method of Fundamental Solutions
The two-dimensional scattered data interpolation problem is investigated. In contrast to the traditional Method of Radial Basis Functions, the...
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Interpolation
This chapter covers linear and non-linear interpolation of scalars, and includes trigonometric and cubic polynomials. It also includes the...
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Features Points
In this chapter, we will discuss how to find correspondences between points in different images. We will focus on two different approaches: corner...
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Craig Interpolation for Decidable First-Order Fragments
We show that the guarded-negation fragment (GNFO) is, in a precise sense, the smallest extension of the guarded fragment (GFO) with Craig...
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GLGNet: light field angular superresolution with arbitrary interpolation rates
Acquiring high-resolution light fields (LFs) is expensive. LF angular superresolution aims to synthesize the required number of views from a given...
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VPint: value propagation-based spatial interpolation
Given the common problem of missing data in real-world applications from various fields, such as remote sensing, ecology and meteorology, the...
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A smooth single-variable-based interpolation function for multi-material topology optimization
This article presents a novel single-variable-based material interpolation scheme for multi-material density-based topology optimization. In the...
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Fast Kötter–Nielsen–Høholdt interpolation over skew polynomial rings and its application in coding theory
Skew polynomials are a class of non-commutative polynomials that have several applications in computer science, coding theory and cryptography. In...
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Point Cloud Segmentation with Guided Sampling and Continuous Interpolation
Sampling and interpolation are pivotal in the design of 3D neural networks. Presently, farthest point sampling and...
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Innovative image interpolation based reversible data hiding for secure communication
In an increasingly digitized world, secure communication plays a pivotal role in safeguarding sensitive information and ensuring the confidentiality...
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Flow-Based Geometric Interpolation of Fiber Orientation Distribution Functions
The fiber orientation distribution function (FOD) is an advanced model for high angular resolution diffusion MRI representing complex fiber geometry....
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ENO-based high-order data-bounded and constrained positivity-preserving interpolation
A number of key scientific computing applications that are based upon tensor-product grid constructions, such as numerical weather prediction (NWP)...
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An interpolation-based reversible data hiding scheme for internet of things applications
The exponential growth of the Internet of Things (IoT) has led to an increased demand for secure and efficient data transmission methods. However,...
