Innovization: A Multi-Objective Optimization and Data Analysis Procedure for Unveiling Innovative Design Principles Kalyanmoy Deb and Aravind Srinivasan.

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Innovization: A Multi-Objective Optimization and Data Analysis Procedure for Unveiling Innovative Design Principles Kalyanmoy Deb and Aravind Srinivasan Kanpur Genetic Algorithms Laboratory Indian Institute of Technology Kanpur Kanpur, PIN 208016, INDIA deb@iitk.ac.in http://www.iitk.ac.in/kangal/deb.htm 2006 Human Competitive Awards (GECCO-2006)

Innovization: Innovation Through Optimization Often we seek for an optimum, but here we attempt to understand important design principles in a routine design scenario Example: Electric motor design with varying ratings, say 1 to 7 kW Each is a trade-off betn. size and power What makes the trade-off? How are they different from each other? A task to discover ‘What makes a solution optimal?’ 2006 Human Competitive Awards (GECCO-2006)

Proposed Innovization Procedure Choose two or more conflicting objectives (e.g., size and power) Usually, a small sized solution is less powered Obtain Pareto-optimal solutions using an EMO and verify them using other methods Investigate for any common properties manually or automatically Scientific basis for innovized principles: All optimal solutions must satisfy Fritz-John conditions: Innovization: Deriving conceptual version of math above 2006 Human Competitive Awards (GECCO-2006)

Why Innovization Can Produce Human Competitive Results? Not about finding one optimal solution in one problem, as done routinely Often, a single-obj. optimum is uninteresting and specific to the objective Although human-competitive, it may be an isolated scenario Hunting for properties of multiple trade-off optimal (high-performing) solutions More reliable and relevant information Engineering and scientific systems follow fundamental physical/chemical principles Optimal solutions are special points in the search space They are expected to have isomorphic properties A generic procedure of extracting hidden properties which are needed to qualify a solution to be optimal Properties of optimal solutions not intuitive from math. problem formulation 2006 Human Competitive Awards (GECCO-2006)

Human Competitive (cont.) Innovized design principles are priceless and often not human conceivable Out of 29 variables in a gearbox design, a monotonic increase in module alone with desired power output (m∞√P) produces optimal designs Out of 7,024 genes, only two are responsible with a reasonable confidence for two variants of Leukemia In a crane operation of lowering loads, initial consecutive thrusts and lowering load suddenly at the end are time and energy efficient principles In a chemical process plant, certain quantifiable charging patterns of three ingredients for optimal operation In all cases, unveiled innovized principles were not known earlier 2006 Human Competitive Awards (GECCO-2006)

2006 Human Competitive Awards (GECCO-2006) Why This Entry is Worth the Prize? Proposed innovization task goes beyond finding one or more optimal solutions in a specific problem It allows one to learn about a system How to solve a problem optimally? Single optimum cannot reveal much insight Users gather more insights about his/her system Better inventory management, identification of important parameters, knowledge on alternate high-performing solutions, etc. A holistic use of optimization (made possible through evolutionary approach) No other known method for a similar task 2006 Human Competitive Awards (GECCO-2006)

2006 Human Competitive Awards (GECCO-2006) Summary It is a procedure with demonstrated abilities of discovering human-competitive results on many different problem-solving tasks It is more than a single human-competitive result on a particular problem Possible through evolutionary computing and EMO A triumph of optimization for a bigger cause No known competing procedure Should get popular in practice 2006 Human Competitive Awards (GECCO-2006)