This paper proposes an alternative graphical modeling to visualize the interconnectivity of the world economy through the uses of the world GDP-Kite. Hence, the GDP-Kite can help to observe how different economies are interconnected and became more vulnerable in case to appear any global trade...

This paper is interested to show a few problems about how the multi-dimensional partial differentiation works into the mega-space Cartesian coordinate system. It is to facilitate more about the multi-dimensional partial differentiation applicability. Hence, the multi-dimensional partial...

This paper is interested to propose an alternative sub-partial differentiation modeling that can be applied into the pyramidal coordinate system. It is to observe the infinitesimal changes happen between a large serial of different sub-functions that are running by different graphical spaces or...

This paper is interested to study unknown dimensions under the use of sub-partial differentiation. It is to observe the infinitesimal changes happen between a large serial of different sub-functions are running into different graphical spaces or dimensions. Hence, the sub-partial differentiation...

This paper proposes a basic graphical and mathematical multidimensional approach to study the market behavior. Our basic assumption is that demand and supply is affected by a large amount of variables without any restriction or isolation among them such as the case of the Ceteris Paribus...

This paper tries to think out of the box to explore unknown dimensions that the market behavior can experience. Our basic premise is that the market keeps in a constant evolution through time and space. It is mean that the market in each period of the history can show different market...

This paper is interested to show a new analytical multidimensional approach to observe mathematically and graphically the vulnerability of the market behavior. It is based on the observation of the permanent inconsistency in the market performance always experience across different periods in...

This paper proposes the 5-Dimensional partial differentiation theoretical framework for sciences and social sciences. The idea is to show that is possible to apply a large number of partial derivatives from five dimensions. It is to observe infinitesimal changes between a dependent axis and four...

This paper proposes the application of the multidimensional partial differentiation theoretical framework on sciences and social sciences. The idea is to show that is possible to apply a large number of partial derivatives simultaneously into different dimensions (or graphical spaces). It is to...

This paper proposes a new analytical theoretical framework to study any economic or natural phenomenon behavior under the application of multi-dimensional real time modeling. It is based on the construction of a large number of multi-dimensional surfaces and finally the construction of a...