2017

A study of dimensions and hypercubes including ways to calculate faces of different dimensions in a hypercube, along with calculating the maximum numerical value of the respective dimensions present in the structure. To have a different way of viewing dimensions and to take dimensions themselves into algebraic calculations. These include three main topics:

Introduction to 'Strange Dimensions: A Paranthropology Anthology' (2015). https://books.google.co.uk/books?id=ahNKCgAAQBAJ&lpg=PA5&ots=EB626Hpg1y&dq=editors%20introduction%20many%20strange%20dimensions%20jack%20hunter&pg=PA11#v=onepage&q=editors%20introduction%20many%20strange%20dimensions%20jack%20hunter&f=false

2012

The Historical Background of Dimensionality as far as I know, the first modern mathematician conscious about dimensionality or space dimension is Bernhard Riemann. In his third doctoral paper(, Friedrich Gauss reviewed it and gave him the oral examination for it, then, he was so fascinated by the theory that he fell down a gutter on the way home after the interview.) he established so called in today Riemann Geometry. This is also known as mathematics Albert Einstein applied it when he established his theory of general relativity. In his thesis, he offered a tricky but profound idea of dimensionality by applying Pythagorean theorem; we know it is defined by a^2+b^2=c^2 in 2-dimensional space, and it is actually a^2+b^2+c^2=d^2 in 3-dimensional space. So he inductively generalized it as a^2+b^2+c^2+d^2+⋯=z^2 in higher dimensional space. Such a concept of higher dimensional space is succeeded to Einstein inspired by Theodor Kaluza and Oscar Klein in the process of establishing his unified theory including general relativity in his later life. It is also known as the Kaluza-Klein theory in today's theoretical physics. The K-K theory insists on that; there is higher dimensional space more than our 3-dimesnional space like 4, 5, 6, 7 dimensional one, but we can't detect it because it is compactified very very small. These days, physicists consider that there is wider space but we can't move to there just like an ant stuck to the wall(2-dimensional plane) don't know 3-dimensional space; in other words, 2-dimensional space is subset of 3-dimensional space. However, these ideas are really true? In a Dawn of October 5th in 1991 One night of October 4th in 1991, I was thinking of a strangeness why and how photon or electron have a duality of particle and wave in my bed; certainly quantum field theory answers the question by introducing various convenient fields, but I wanted to think of the duality without such fields or so called "mode". I couldn't fell asleep yet in the midnight because I was still pondering of its strangeness. Afterward, the time dawn breaks was coming, but still imagining a picture that the circle was growing without medium. At the time, God whispered it to me(; suddenly I got an inspiration.) That was a new idea of coordinate geometry based on quite a different concept from which Rene Descartes got about 400 years ago!

A series of arguments, phenomenological, empirical, and theological, are presented in favor of multiple dimensions of space and, within this, a spatial (B-theory) understanding of Time.

2023

Dimensional analysis is a powerful tool for unraveling the fundamental relationships that govern the physical world. This paper takes a comprehensive journey through the concept of dimensions, their powers, and the intriguing transitions between them. These dimensions, including length, width, height, and time, are the building blocks of our physical reality. By exploring the shift between lower and higher dimensions, new attributes and powers emerge, enriching our understanding of the cosmos. This study delves into the mathematics behind quantum mechanics and quantum gravity, emphasizing the connections between energy, length scales, and fundamental constants. Notably, it elucidates the role of the fourth dimension, often associated with time. Through careful analysis, this paper demonstrates the prowess of dimensional analysis as a tool to investigate the relationships between dimensions and their significance in mathematical and physical equations. In summary, this work aims to demystify dimensional analysis, presenting its applications, and revealing the insights it offers into the bedrock of the laws governing the universe.

International journal of physics and research

Today the expansion of universe is no mystery to anyone but where do we expand and what is the nature of where we expand is still to answer. This paper deals with in reference to the paper infinite dimensions and creation published in International Organisation Of Scientific Research Journal Of Applied Physiscs(IOSR-JAP) pub1lished by me only where we explored the possibility of negative energy dimensions, here we actually see how that postulate leads us to see the nature of expansion and in which type of energy dimension we actually are expanding also the possibility of existence of one more force in the universe apart from the four fundamental force and how that force affects gravity, or what changes can be made to Newton’s law of gravitation. We will also see what happened to the missing antimatter which led to our creation and how universe expanded faster than the speed of light.

Science and technology has unraveled many mysteries of our universe but the biggest question of all times still remains an enigma that how our universe came to an existence and what was there before the existence of our universe. A correct explanation will not only let us to understand our birth but will also provide insight to intriguing questions like will our universe have an end and if not how it is going to be. This might give a new outlook to seeing our universe and provide us with the theory of everything. .This paper talks about what was before the big bang, how extra dimensions can be seen, where cosmic censorship can be violated, the constraint energy of the universe, the negative energy and its role in our universe.

2019

Implications that derive from the principle of dimensional capacity lead to a formula for network entropy, the connection of the natural logarithm to isotropy, a basis for Kleiber's Law, and, possibly, a theoretical basis for expanding space. These implications are not yet, it seems, part of accepted physics. If the implications are sound, then the fact that these implications are missing from accepted physics implies that the principle of dimensional capacity should be but is not yet part of current physics.

Topology and its Applications, 2007

Martin's Axiom for σ-centered partial orders implies that there is a cosmic space with non-coinciding dimensions.

COSMIC DIMENSIONS Part I , 2009

This is a historical review ─for dissemination purposes─ of the concept that man has had of the universe in which he lives, through his observations, the philosophical thought, his theories and his investigations using the scientific method and technological advances.