The model of flexibility hypothesized was tested through various algebraic manipulations and derivations and found to be rationally agreeing with value cores and characteristics of a system. A wave is everything we see, hear, sense, or touch in space-time. A wave is sound, light, heat, and unseen thrust or abstract in line with the "wave-particle duality theory".
This model of flexibility 'muv' was used to better understand Amdahl's and Gustafson-Basis's "theoretical system speedup latency" theories. The muv is an expression for value as v ≤ u + s - b, where n is “trials” (frequency, also, efficiency) to enhance a system, v is value, u is a valuable (good, service, or entity), b is a basic (a fundamental medium), and s is a flexibility (i.e. innovation influence, or a highly creative faculty). In fact, there is seemingly numerous approaches to establishing the “mechanics” of value.
Further research on value and its sensitivity based on this research would be done in further studies to establish a link between Einstein's general relativity and quantum field theories. Studying anything rather by means of value and trends allows a common platform to interrelate systems, entities, and objects through quantum field and space-time.
Contents
ABSTRACT REVIEWED
Key words
DEDICATION
ACKNOWLEDGEMENT
CHAPTER 1
INTRODUCTION
"LITERATURE REVIEW"
1.0 INTRODUCTION TO VALUE AS A UNIVERSAL TERM WITH RESPECT TO THE MUV
1.1 THE HUMAN LEVEL ATTAINED
1.2 PERFORMANCE MEASUREMENT (VALUE EVALUATION)
1.3 VALUE
1.4 BASICS
1.5 VALUABLE
1.6 SLACK
1.7 A Few Conventional Constants:
1.8 Brief History about General Relativity and Quantum Field Theory
CHAPTER 2
METHODOLOGY
2.0 INTRODUCTION [IN THE CONTEXT OF THIS PROJECT WORK: WHY IS THE MODEL OF THE UNIVERSE OF VALUES (MUV) IMPORTANT AND NEEDED?]
2.1 FLUID POINT OF TRANSITION FOR [VTPU]
2.2 COMPARING AMDAHL’S LAW AND GUSTAFSON’S LAW WITH THE MODEL OF THE UNIVERSE OF VALUES, ALSO, LITTLE’S LAW
2.2.0 INTRODUCTION
2.2.1 AMDAHL’S LAW:
2.2.2 DERIVATION OF THE AMDAHL’S LAW
2.2.3 GUSTAFSON’S LAW [i.e. GUSTAFSON BARSIS’S LAW
2.2.4 DERIVATION OF THE GUSTAFSON’S LAW:
2.2.5 LITTLE’S LAW:
2.3 EXPERIMENTAL DESIGN WITH THE MODEL OF THE UNIVERSE OF VALUES "MUV" AND FURTHER DERIVATION WITH RESPECT TO IT AND LINING UP WITH AMDAHL’S, GUSTAFSON’S, AND LITTLE’S LAWS [WHICH POSITION IS IT PLACED?]
2.4 DERIVATION OF THE “1/(1 n)” AND THE "n" OF THE MODEL OF UNIVERSE OF VALUES
2.4.0 FRAME I
2.4.1 With Gustafson’s Law
2.4.2 FRAME II
2.4.3 VERTICAL AND HORIZONTAL, WHAT DO THESE MEAN?
2.4.4 FRAME III
2.4.5 FRAME IV
2.4.6 BEFORE SYSTEM IS ENHANCED
2.4.7 AFTER SYSTEM IS ENHANCED
2.4.8 CONCLUDED THEORY
2.4.9 B’ABSOLUTE FOR A SYSTEM
2.4.10 AXIOM 1
2.4.11 AXIOM 2
2.4.12 AXIOM 3
2.4.13 THE EFFICIENCY OF A SYSTEM
2.4.14 CONCLUDED THEORY
2.4.15 THE “n” OF THE MODEL OF THE UNIVERSE OF VALUES (MUV), “p” OF AMDAHL’S LAW, “s” OF AMDAHL’S LAW, “b” OF THE MUV, AND THE “s” OF MUV IN A SIMPLE SYSTEM AND IN A COMPLICATED SYSTEM
2.4.16 NOTE: “VALUE AS FLUID MEDIATOR”
2.4.17 Deduction
2.4.18 Deduction
2.4.19 Deduction
2.4.20 DIFFERENCE BETWEEN THE TRIPLE POINT AND THE CRITICAL POINT
2.4.21 BRIEF LITERATURE REVIEW ON SUBLIMATION
2.5 MECHANICS OF VALUE OF A SYSTEM: [COMPUTING THE “n” OF THE MODEL OF UNIVERSE OF VALUES (MOU = MUV), “p” OF AMDAHL’S LAW, “s” OF AMDAHL’S LAW, “b” OF THE MOU, AND THE “s” OF MOU IN A SIMPLE SYSTEM AND IN A COMPLICATED SYSTEM]
2.5.0 INTRODUCTION
2.5.1 Premise
2.5.2 Deductions/solution
2.5.3 INTEGRATION
CHAPTER 3
DATA COLLECTION AND ANALYSIS
3.0 INTRODUCTION
3.1 ANALYSIS
3.1.0 In appendix section 7.0
3.1.1 The graphs in appendix sections 7.1 and 7.2
3.1.2 The graphs in appendix section 7.3 and 7.4
3.1.3 The graphs in appendix sections 7.5 and 7.6
3.1.4 The graphs in appendix sections 7.7 and 7.8
CHAPTER 4
RECOMMENDATION AND CONCLUSION
4.0 INTRODUCTION
4.1 With v = 1/ (1 n) = 1/ (1 – b/ u)
4.2 CONCLUSION
BIBLIOGRAPHY
APPENDIX
7.0 INTRODUCTION: DATA OBTAINED AND PROCESSED, VS GRAPHS
7.1 FIRST GRAPH
7.2 SECOND GRAPH
7.3 THIRD GRAPH
7.4 FOURTH GRAPH
7.5 FIFTH GRAPH
7.6 SIXTH GRAPH
7.7 SEVENTH GRAPH
7.8 EIGHTH GRAPH
7.9 NINTH GRAPH
7.10
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