Unit 3 GAME THEORY Lesson 27 Learning Objective: • • To learn to apply dominance in game theory. Generate solutions in functional areas of business and management. Hello students‚ In our last lecture you learned to solve zero sum games having mixed strategies. But... Did you observe one thing that it was applicable to only 2 x 2 payoff matrices? So let us implement it to other matrices using dominance and study the importance of DOMINANCE In a game‚ sometimes a strategy
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performed to generate one panoramic image from a series Don Bosco Institue of Technology‚ Mumbai University. Image stitching or photo stitching is the process of combining of smaller‚ overlapping images. multiple photographic images with overlapping fields of view E-mail: meetmirza@yahoo.co.in‚anitafernandes05@gmail.com‚lobosharon@gmail.com‚ of invariant Recently there has been great progress in the use to produce a segmented panorama or high-resolutionpriyanka2908@gmail.com. image. features
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CHAPTER 1 INTRODUCTION With the recent rapid developments in the field of sensing technologies multisensor systems have become a reality in a growing number of fields such as remote sensing‚ medical imaging‚ machine vision and the military applications for which they were first developed. The result of the use of these techniques is a great increase of the amount of data available. Image fusion provides an effective way of reducing this increasing volume of information while at the same time
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(1629) Fermat began his first serious mathematical researches‚ where he gave a copy of his restoration of Appollonius ’s Plane Loci to one of the mathematicians there. In Bordeaux he contacted Beaugrand and during this time he produced work on maxima and minima. He gave his work to Etienne de ’Espagnet‚ who shared mathematical interests with Fermat. In particular‚ he is recognized for his discovery of an original method of finding the greatest and the smallest ordinates of curved lines‚ which is
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After that‚ the absorbance and wavelength of the 2 solutions was plotted in the same x-y plane using Microsoft Excel. The difference between the absorbencies of solutions 1 and 10 was also computed and included in the graph. The plot showed a minima and maxima of the curve and the wavelengths of these points were also recorded. After that‚ the absorbance of the other 8 solutions was scanned using the photometric mode and the two chosen wavelengths. III. Results and Discussion Figure . Plot
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of linear equations‚ Eigen values and eigen vectors. Calculus: Functions of single variable‚ Limit‚ continuity and differentiability‚ Mean value theorems‚ Evaluation of definite and improper integrals‚ Partial derivatives‚ Total derivative‚ Maxima and minima‚ Gradient‚ Divergence and Curl‚ Vector identities‚ Directional derivatives‚ Line‚ Surface and Volume integrals‚ Stokes‚ Gauss and Green’s theorems. Differential equations: First order equations (linear and nonlinear)‚ Higher order linear differential
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Joseph-Louis Lagrange is usually considered to be a French mathematician‚ but the Italian Encyclopaedia [40] refers to him as an Italian mathematician. They certainly have some justification in this claim since Lagrange was born in Turin and baptised in the name of Giuseppe Lodovico Lagrangia. Lagrange’s father was Giuseppe Francesco Lodovico Lagrangia who was Treasurer of the Office of Public Works and Fortifications in Turin‚ while his mother Teresa Grosso was the only daughter of a medical doctor
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THEORY: The Diels-Alder cycloaddition reaction was discovered by Otto Diels and Kurt Alder and is very useful in the synthesis of polycyclic compounds. The Diels-Alder reaction can be described as: [4+2] cycloaddition- a diene with 4 π electrons + 2π electrons from the dienophile; a pericyclic concerted reaction- meaning the reaction occurs in a single step (no intermediates) and involves a cyclic redistribution of bonding electrons. In order for a Diels-Alder reaction to take place
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CHRIST UNIVERSITY‚ BANGALORE -29 I Sem BBA (Honours) Course Plan – 2015 –16 Subject : BBAH 134: BUSINESS MATHEMATICS Faculty ; Prof. Roy Mathew / Prof Nijumon K John / Prof Prasanna Byahatti Course Description In recent times Mathematics has emerged as the key for major decision making process. The subject is introduced as to give the basic subject giving emphasis on the applications in business. Understanding of mathematical models is essential to project the real life scenario in s simplified
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Binomial‚ Uniform and Normal Distribution. | 6. | Sampling Tools and Sampling Distributions. | 7. | Multiple Correlation and Regression. | 8. | Determinants and Matrices- Cramer’s Rule‚ Linear Equations. | 9. | Calculus-Optimization through Maxima and Minima. Consumer’s surplus through Integration | 10. | Testing of Hypothesis-t-test‚ z-test‚ chi-square test | 11. | ANOVA- One Way & Two Way | 12. | Use of SPSS Package & Excel Sheet for statistics. | The 12 session will complete the
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