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In this research investigation the authors present with proof, a Strong Validation Scheme based on RCB Universal Representation Theory for the science of application of RCB—Models of Continuum, One Step Askew and Higher Order Primes Evolution Scheme, Special Curves oriented Shape Functions based Finite Element Method Analysis of three Nodes Discretization Scheme. The Validation Scheme consists of computing the RCB Universal Representation Theoretic Entropy of the Discretized Element(s) (Shape Function updated using the RCB Special Curve) based on the thusly advocated and updated Shape Function Profiles and comparing the same with the RCB Universal Representation Theoretic Entropy of the Discretized Element(s) (Shape Function updated using the RCB Special Curve) in the standard non updated control Shape Function Profile case. The process of aforementioned updating entails substituting the standard profiles that span naturally between the corresponding said Node to Node profiles with the RCB Special Curve Profile derived from the profile of RCB Special Curves (gotten by using One Step Evolution of Any Askew Prime number or Any Higher Order Sequence of Primes number, as dictated by the RCB Universal Representation Theory) connecting any two Node Points of the Shape Function of concern.

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Strong Validation Schema Based on RCB Universal Representation Theory for the Science of Application of RCB—Models of Continuum, One Step Askew and Higher Order Primes Evolution Scheme, Special Curves Oriented Shape Functions Based Finite Element Method Analysis of Three Nodes Discretization Scheme

  • 会议论文

  • 发表日期：

    2026年

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  • Lova Raju Surla,
  • Ramprasad Naik Dasavathu,
  • Raja Murugadoss Jeyaraj,
  • Ramesh Chandra Bagadi

摘要

In this research investigation the authors present with proof, a Strong Validation Scheme based on RCB Universal Representation Theory for the science of application of RCB—Models of Continuum, One Step Askew and Higher Order Primes Evolution Scheme, Special Curves oriented Shape Functions based Finite Element Method Analysis of three Nodes Discretization Scheme. The Validation Scheme consists of computing the RCB Universal Representation Theoretic Entropy of the Discretized Element(s) (Shape Function updated using the RCB Special Curve) based on the thusly advocated and updated Shape Function Profiles and comparing the same with the RCB Universal Representation Theoretic Entropy of the Discretized Element(s) (Shape Function updated using the RCB Special Curve) in the standard non updated control Shape Function Profile case. The process of aforementioned updating entails substituting the standard profiles that span naturally between the corresponding said Node to Node profiles with the RCB Special Curve Profile derived from the profile of RCB Special Curves (gotten by using One Step Evolution of Any Askew Prime number or Any Higher Order Sequence of Primes number, as dictated by the RCB Universal Representation Theory) connecting any two Node Points of the Shape Function of concern.