Conclusions: This study underscores the potential of GPS-derived mobility data, analyzed through Fourier transform, as a non-invasive and real-time diagnostic and monitoring tool for mood disorders.

This sheet presents a scenario analysis using Excel's built-in Scenario Manager. It evaluates how changes in the percentage of books sold at the highest price impact total profit.

Abstract: The “theoretical limit of time-frequency resolution in Fourier analysis” is thought to originate in certain mathematical and/or physical limitations. This, however, is not true. The actual ...

Introduction: The analysis of canine locomotion has significantly advanced over the past few decades with the advent of technologies that enable more precise measurements. Traditional methods, such as ...

Despite being the most abundant element in the universe, making cheap, clean hydrogen here on Earth has been a surprisingly tough nut to crack. “Hydrogen has always been plagued with a couple problems ...

Abstract: The introduction of Fourier analysis or series in robot navigation algorithms greatly improves the capability to find solutions to many inherent applications and tasks of robotic systems.

To get rid of Copilot in Word, click File > Options. Here, open "Copilot" and disable the checkbox. You can also turn off "All connected experiences" under privacy settings to remove Copilot from ...

Welcome to the Sales Analysis Excel Project repository! This project focuses on analyzing sales data using Microsoft Excel. The dataset consists of various factors related to customers and their ...

Q. You explained Excel’s Scenario Manager in your November 2024 Tech Q&A article and Goal Seek in your December 2024 Tech Q&A article. Can you please explain the final What-If Analysis tool: Data ...

ABSTRACT: The exponential transform or modified Fourier transform is an integral transform where the Kernel function is K a ( ξ,t )= a −iξt , and a∈] 1,+∞ [ . This is a general case of the Fourier ...

ABSTRACT: The exponential transform or modified Fourier transform is an integral transform where the Kernel function is K a ( ξ,t )= a −iξt , and a∈] 1,+∞ [ . This is a general case of the Fourier ...