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Introduction to Polynomial Neural Network and it's application in Engineering Optimization




Engineering Optimization focuses on developing algorithms and techniques to find the best possible solution for complex engineering problems, such as optimizing the design of structures or processes. On the other hand, Polynomial Neural Networks explore the use of polynomial activation functions in neural networks, which can enhance their learning capabilities and improve their performance in certain tasks. Both areas contribute to advancing the capabilities of artificial intelligence and have significant applications in various industries. 

The above video walkthrough tries to demonstrate how to use the advancement of polynomial neural networks in engineering optimization.  For example, in the field of civil engineering, optimization techniques can be applied to design more efficient and cost-effective buildings or bridges. By using algorithms and mathematical models, engineers can analyze different design variables such as material selection, structural configurations, and construction methods to find the optimal solution that meets specific criteria and constraints. On the other hand, Polynomial Neural Networks have shown promise in areas such as image recognition, natural language processing, and pattern classification. By leveraging the power of polynomial activation functions, these networks can capture more complex relationships and non-linearities in the data, leading to improved accuracy and performance in these tasks. Overall, the combination of optimization techniques and Polynomial Neural Networks offers a powerful toolkit for engineers and data scientists to tackle complex problems and push the boundaries.

Chao for now,
Mrinmoy Majumder,PhD
Assistant Professor and In Charge
M.Tech in Hydroinformatics Engg.
NIT Agartala
India.
&
Founding and Honorary Editor
HydroGeek Newsletter: https://hydrogeek.substack.com/
Very Short Term Course on Hydroinformatics : http://www.baipatra.ws 




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