In this paper we are concerned with the application of multi-dimensional graphs (or Cartesian Spaces) in visualizing and modeling total change in a dependent variable in response to changes in any or all of the (many) independent variables affecting it. Previous literature has used the ceteris...

This research will present a new group of multi-dimensional coordinate spaces. The main objective is to visualize n-dimensions in the same graphical space and time. This paper is divided into three parts. The first part reviews the literature about dimension and coordinate systems (Cartesian...

This research will present a new group of multi-dimensional Cartesian coordinate systems. The main objective is to visualize n-Dimensions in the same graphical space and time. This paper is divided into three parts. The first part reviews the literature on the graphical dimension and Cartesian...

The rationale of Econographicology revolves around the efficacy of multi-dimensional (MD) graphs in the storage of meta-database and the visualization of multi-variable data behavior based on the application of Cartesian spaces (or MD Cartesian coordinate system). It is supported by three areas...

This economic note proposes the use of mathematical economics modeling in real time to construct the minimum food security quota (MFS-Quota) for a country. The main objective is to fix a certain amount of annual food storage to prepare a country for any natural or social disaster

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...