Abstract: Mathematics is an art of giving the same name to different things (Henri Poincare). Properties of commonly occurring physical and abstract spaces are often generalized using Metric Spaces. This is by building some Mathematical framework into them. This work is one in a series of papers derived from the doctoral dissertation which was based on the formalization of Metric Topological Space in the milieu of Legal Jurisprudence; a Metric Topological Space (called MTS) in which the points are bodies of evidence with the concept of nearness of points defining the evidence clearly stipulated, thus determining an earliest systematic and Mathematical approach to Jurimetrics in the recent times. Keywords: Mathematical framework, Jurimetric...
Unpublished manuscriptGeometry is a school subject, but also and primarily geometry is a mathematica...
AbstractIn the study of the semantics of programming languages, the qualitative framework using part...
An algebraic structure consists of a set of elements, with some rule of combining them, or some spec...
This paper presents the ways that reflective questions were used to develop pre-service mathematics ...
In many practical situations, we are faced with a necessity to combine sophisticated mathematical kn...
Cambridge Texts in Applied MathematicsInternational audienceGeometric and topological inference deal...
Topology is the mathematical study of the most basic geometrical structure of a space. Mathematical ...
This chapter explores the increasing use of mathematical metaphors - particularly geometry and topol...
The concept of space is not simple, but complex. It is composed of three element-concepts : extensio...
In the Anglophone world, the philosophical treatment of geometry has fallen on hard times. While in ...
International audienceMathematics stems out from our ways of making the world intelligible ...
Studies in Logic and the Foundations of Mathematics, Volume 123: Constructivism in Mathematics: An I...
A collection of essays intended to show the range of power in applying pure mathematics to human sys...
We investigate the major mathematical theories of space from a modal standpoint: topology, affine ge...
The aim of this thesis is to discover some of the concept images held by students concerning metric ...
Unpublished manuscriptGeometry is a school subject, but also and primarily geometry is a mathematica...
AbstractIn the study of the semantics of programming languages, the qualitative framework using part...
An algebraic structure consists of a set of elements, with some rule of combining them, or some spec...
This paper presents the ways that reflective questions were used to develop pre-service mathematics ...
In many practical situations, we are faced with a necessity to combine sophisticated mathematical kn...
Cambridge Texts in Applied MathematicsInternational audienceGeometric and topological inference deal...
Topology is the mathematical study of the most basic geometrical structure of a space. Mathematical ...
This chapter explores the increasing use of mathematical metaphors - particularly geometry and topol...
The concept of space is not simple, but complex. It is composed of three element-concepts : extensio...
In the Anglophone world, the philosophical treatment of geometry has fallen on hard times. While in ...
International audienceMathematics stems out from our ways of making the world intelligible ...
Studies in Logic and the Foundations of Mathematics, Volume 123: Constructivism in Mathematics: An I...
A collection of essays intended to show the range of power in applying pure mathematics to human sys...
We investigate the major mathematical theories of space from a modal standpoint: topology, affine ge...
The aim of this thesis is to discover some of the concept images held by students concerning metric ...
Unpublished manuscriptGeometry is a school subject, but also and primarily geometry is a mathematica...
AbstractIn the study of the semantics of programming languages, the qualitative framework using part...
An algebraic structure consists of a set of elements, with some rule of combining them, or some spec...