Cosmology

This chapter entangles with the entanglement between the particles and hence their uncertain life. Why we define the probability of such kind of universe where uncertainties hide the actual fact of particles and hence we are unable to ask ourselves why there is any need of temperature to be hot and then cool down in past history of universe? Can we imagine a universe without any temperature and how if particles never existed as we think?  In this chapter, I describe some hidden aspects of nature and why particles rely on probability and why probability is indispensable for particles, just like a “Schrodinger Cat in a Box”?  In “Schrodinger Box” one has a many probabilities that is cat who trapped into a box has many probabilities.  1. This cat will survive without any hindrance. 2. This cat will die. 3. Even this cat is not present into this box 4. Suddenly cat disappears and appears simultaneously.  These above points manifest the probabilities and hence give a chance t

In this chapter-XXXXXI, Prof.Mores, Scarlett.J and Travis Kel have ready for this mission." Prof.Mores: "Space particles" exist everywhere as these particles are creating certain fields.  Scarlett.J: I think we have to understand space particles profoundly. As this will assist us to understand about that thing and, is that thing belongs to some constellations or come from beyond this universe.  Travis Kel: What if we create out own "space particles" in laboratory?  Prof.Mores: Yes, we can do this, Travis.  Scarlett.J: This may help us to find that minimum region into space.  Prof.Mores: Yes, Scarlett.J and this will help us to restrict that thing also. This is something like a weird particles but we have to synthesis these particles with ordinary particles.  Scarlett.J: Are these particles fundamental, Prof.Mores?  Prof.Mores: Yes, Scarlett.J. These particles are fundamental and hence determines the actual reality of nature.  Scarlett.J: Then what about

This chapter is based on how particles can be arrange in a confined box and some aspects of elementary particles. This chapter manifests how geometrical behavior is so indispensable for elementary particles?  The elementary particles have their confined state as one can ask in how many way particles could be in a confined box as according to “Bose” (Satyendra Nath Bose, Indian Physicist). Is this only an imagination where we counted every individual particle with respect to its average density? Particles themselves are nothing but a certainty of their bunch of ultimate reality where these particles confined their state and are possible to determine its arrangement.  Suppose, if you take a box and into this box you have many particles what you do as there are so many particles for determining their exact position and hence is not possible to arrange them in sequence way? Quantum mechanics assists us as we count the average number of particles and then count all particles but

In this chapter-XXXXX, Prof.Mores worries with his complex equation. Prof. Mores: This is not a essay task but we have to do this without any delay.  Scarlett.J: Yes, you are right Prof.Mores. But there are lots of uncertainties to reach that point where minimum density of space occurs.  Prof. Mores: Somewhere in entire universe, there are many weird facts associated to its past. I think we have to emphasis on space internal structure and think profoundly.  Travis Kel: But how one alters the entire creation of a universe even one knows one has to distinguish different kinds of particles.  Prof.Mores: I know, but still we are lack of our perception as one even do not know where life will ends its journey and where life still manifesting a never exhaust journey.  Scarlett.J: Electromagnetism assists us to determine the hidden dimensions, Prof. Mores.  Prof. Mores: Yes, but first we have to understand "space particles". These particles would existed for ever and never exh