The Last Theory of the Universe<br/>
From the gravity and light to the teleportation machine and ambient superconductor

This book is a report of articles. It contains twelve (12) chapters. Each chapter is based on a specific physics or mathematics subject. The main physics theme of this book refers to a new theory which explains the creation and the evolution of the Universe. The shape of the Universe and its characteristics (mass, volume, density) are deeply studied. As result, the time and the growth are differently defined in comparison with the conventional physics idea. In addition, new concepts of the matter, light and gravity are presented. In this vision, the gravity is seen as a constant density of force independent of matter or mass. Many applications, extracted from these physics conceptions like the superconductors at the ambient temperature, are explained on the basis of a theoretical approach. These applications are useful in the energy and material sectors. Other applications in the different areas are also developed. For example, a language tool, called the logic of words, is introduced as an application of a mathematics method in the daily communication. The logic of words is a crucial concept which permits to translate any word in any language by using a mathematical methodology. The main mathematics contribution of this book is the analytic resolution of the Navier-Stokes equation by using the Function Number Method. Another mathematical scope brought is the multicomplex numbers. They are used for the design of the teleportation machine. For all these facts, this book has a significant impact in engineering. It is a synthesis of the laws explaining the actions and the effects of phenomena in the Universe.

Sample Chapter(s)
Preface (42 KB)

Components of the Book:

1 The time and the growth in the Universe

1.1 Introduction
1.2 Yandza first law : absolute speed
1.3 Growth physical characteristics
1.4 Normal characteristics of physical body
1.5 Shape of the Universe : mass, volume and density
1.6 Yandza second law : loss of density and acceleration
1.7 Time and growth
1.8 Discussion
1.9 Conclusion

2 The Function Number Method: Basis and applications

2.1 Introduction
2.2 Methods
2.3 Applications
2.4 Conclusion

3 The Function Number Method : Generalization

3.1 Introduction
3.2 Recall of the basis of the FNM
3.3 Generalization and discussion
3.4 Conclusion

4 The growth study in the Universe: Applications

4.1 Introduction
4.2 Mathematical basis:Function Number Method
4.3 Summary on the growth
4.4 The growth and experiments
4.5 The Universe and the growth
4.6 The gravity and the growth
4.7 The light and the growth
4.8 Conclusion

5 The growth study : Physical classification of the atoms

5.1 Introduction
5.2 The growth characteristics
5.3 Classification of the atoms
5.4 Conclusion

6 Analytic resolution of the Navier-Stokes equation

6.1 Introduction
6.2 Basis: Function Number Method
6.3 Resolution of the Navier-Stokes equation
6.4 Conclusion

7 The logic of words: Translation by mathematics

7.1 Introduction
7.2 Methodology
7.3 Application
7.4 Conclusion

8 The growth and the decrement of the analytic functions

8.1 Introduction
8.2 Recall on the Function Number Method
8.3 The growth of the analytic functions
8.4 The decrement of the analytic functions
8.5 Conclusion

9 The multicomplex numbers

9.1 Introduction
9.2 Methodology
9.3 Properties and rules of calculus
9.4 Application: intermediate imaginary part
9.5 Conclusion

10 The creation of the Universe: Cosmic flux variation

10.1 Introduction
10.2 The light and the gravity
10.3 The characteristics of the matter
10.4 The modular approach
10.5 The creation of the Universe: Cosmic flux variation
10.6 Conclusion

11 The multicomplex numbers in the related sets

11.1 Introduction
11.2 The multicomplex numbers
11.3 The related sets properties and applications
11.4 Application
11.5 Conclusion

12 The teleportation machine

12.1 Introduction
12.2 Multicomplex number in the related sets
12.3 Principle of the teleportation machine
12.4 Electric short-circuit and the interaction particle/antiparticle
12.5 Design of the teleportation machine
12.6 Conclusion

Readership: Students, academics, teachers and other people attending or interested in the evolution of the Universe.

		1 The time and the growth in the Universe Marcel Julmard Ongoumaka Yandza PDF (24497 KB)

		2 The Function Number Method: Basis and applications Marcel Julmard Ongoumaka Yandza PDF (917 KB)

		3 The Function Number Method : Generalization Marcel Julmard Ongoumaka Yandza PDF (591 KB)

		4 The growth study in the Universe: Applications Marcel Julmard Ongoumaka Yandza PDF (303 KB)

		5 The growth study : Physical classification of the atoms Marcel Julmard Ongoumaka Yandza PDF (9802 KB)

		6 Analytic resolution of the Navier-Stokes equation Marcel Julmard Ongoumaka Yandza PDF (236 KB)

		7 The logic of words: Translation by mathematics Marcel Julmard Ongoumaka Yandza PDF (112 KB)

		8 The growth and the decrement of the analytic functions Marcel Julmard Ongoumaka Yandza PDF (157 KB)

		9 The multicomplex numbers Marcel Julmard Ongoumaka Yandza PDF (131 KB)

		10 The creation of the Universe: Cosmic flux variation Marcel Julmard Ongoumaka Yandza PDF (11961 KB)

		11 The multicomplex numbers in the related sets Marcel Julmard Ongoumaka Yandza PDF (129 KB)

		12 The teleportation machine Marcel Julmard Ongoumaka Yandza PDF (245 KB)

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