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Physics Maths Engineering

Regression with Ordered Predictors via Ordinal Smoothing Splines

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Nathaniel E. Helwig

Nathaniel E. Helwig

The article "Regression with Ordered Predictors via Ordinal Smoothing Splines" by Nathaniel E. Helwig addresses the challenges of incorporating ordered categorical predictors into regression models. Traditional regression frameworks often treat ordinal predictors as either nominal (unordered) or continuous variables, which can be theoretically and computationally undesirable. This study propose...
Posted 7 months ago

Physics Maths Engineering

A Tree-Based Multiscale Regression Method

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Haiyan Cai,

Haiyan Cai

Qingtang Jiang

Qingtang Jiang

The article "A Tree-Based Multiscale Regression Method" by Haiyan Cai and Qingtang Jiang introduces a novel regression technique designed to effectively handle high-dimensional data. This method adapts to the intrinsic lower-dimensional structure of the data, mitigating the challenges posed by the "curse of dimensionality." It also offers smoother estimates in regions where the regression funct...
Posted 7 months ago

Physics Maths Engineering

CPD-Structured Multivariate Polynomial Optimization

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Muzaffer Ayvaz,

Muzaffer Ayvaz

Lieven De Lathauwer

Lieven De Lathauwer

We introduce the Tensor-Based Multivariate Optimization (TeMPO) framework for use in nonlinear optimization problems commonly encountered in signal processing, machine learning, and artificial intelligence. Within our framework, we model nonlinear relations by a multivariate polynomial that can be represented by low-rank symmetric tensors (multi-indexed arrays), making a compromise between model g...
Posted 7 months ago

Physics Maths Engineering

Three little arbitrage theorems

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Mauricio Contreras G.,

Mauricio Contreras G.

Roberto Ortiz H.

Roberto Ortiz H.

The authors proved three theorems about the exact solutions of a generalized or interacting Black–Scholes equation that explicitly includes arbitrage bubbles. These arbitrage bubbles can be characterized by an arbitrage number AN. The first theorem states that if AN = 0, then the solution at maturity of the interacting equation is identical to the solution of the free Black–Scholes equation wi...
Posted 7 months ago

Physics Maths Engineering

On physics-informed neural networks for quantum computers

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Stefano Markidis

Stefano Markidis

Physics-Informed Neural Networks (PINN) emerged as a powerful tool for solving scientific computing problems, ranging from the solution of Partial Differential Equations to data assimilation tasks. One of the advantages of using PINN is to leverage the usage of Machine Learning computational frameworks relying on the combined usage of CPUs and co-processors, such as accelerators, to achiev...
Posted 7 months ago

Physics Maths Engineering

Using Machine Learning to Analyze Merger Activity

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Tiffany Jiang

Tiffany Jiang

An unprecedented amount of access to data, “big data (or high dimensional data),” cloud computing, and innovative technology have increased applications of artificial intelligence in finance and numerous other industries. Machine learning is used in process automation, security, underwriting and credit scoring, algorithmic trading and robo-advisory. In fact, machine learning AI applications ar...
Posted 7 months ago

Physics Maths Engineering

Kernel-Based Analysis of Massive Data

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Hrushikesh N. Mhaskar

Hrushikesh N. Mhaskar

Dealing with massive data is a challenging task for machine learning. An important aspect of machine learning is function approximation. In the context of massive data, some of the commonly used tools for this purpose are sparsity, divide-and-conquer, and distributed learning. In this paper, we develop a very general theory of approximation by networks, which we have called eignets, to achieve loc...
Posted 7 months ago

Physics Maths Engineering

Mean-ETL Optimization in HorseRace Competition

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Barret P. Shao

Barret P. Shao

This article explores the application of a new portfolio optimization approach called Mean-ETL (Mean-Expected Tail Loss). This method combines traditional mean return and the risk measure of expected tail loss to create more balanced portfolios that account for both returns and risks, particularly in the context of financial markets. The study demonstrates the practical implementation of Mean-E...
Posted 7 months ago

Biomedical

Population Dynamics and Long-Term Trajectory of Dendritic Spines

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Ahmet S. Ozcan,

Ahmet S. Ozcan

Mehmet S. Ozcan

Mehmet S. Ozcan

This article investigates the formation and elimination of dendritic spines—small protrusions on neurons that facilitate synaptic connections. The authors employ a mathematical model based on the Ricker population model, commonly used in ecology to describe population dynamics. This model incorporates "immigration" through filopodia-type transient spines, suggesting that these transient s...
Posted 7 months ago

Biomedical

Metaplasticity framework for cross-modal synaptic plasticity in adults

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Hey-Kyoung Lee

Hey-Kyoung Lee

Sensory loss leads to widespread adaptation of neural circuits to mediate cross-modal plasticity, which allows the organism to better utilize the remaining senses to guide behavior. While cross-modal interactions are often thought to engage multisensory areas, cross-modal plasticity is often prominently observed at the level of the primary sensory cortices. One dramatic example is from functional ...
Posted 7 months ago

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