AN INTRODUCTION TO RECTANGULAR BHATTACHARYYA’S CO-ORDINATES: A NEW CONCEPT

P. Bhattacharyya
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引用次数: 2

Abstract

Co-ordinate geometry is a particular branch of mathematics where geometry is studied with the help of algebra. According to the concept of Bhattacharyya’s Co-ordinate System, plane co-ordinate geometry consists of Four Positive dimensions or axes. In four-dimensional co-ordinate geometry, the position of a point can be determined uniquely by two real positive numbers on a plane. Here, we shall discuss only the plane co-ordinate geometry consisting of four dimensions or axes. The author introduced four positive dimensions or axes to solve the problems with the help of ‘Rectangular Bhattacharyya’s Co-ordinate System’ instead of the Rectangular Cartesian Co-ordinate System. This is the new concept which has been developed by the author. The author determined not only the distance between two points but also the direction of the line segment between two points on the plane.
矩形巴塔查里亚坐标的介绍:一个新概念
坐标几何是数学的一个特殊分支,在代数的帮助下研究几何。根据巴塔查里亚坐标系的概念,平面坐标几何由四个正维或轴组成。在四维坐标几何中,一个点的位置可以由平面上的两个实数唯一地确定。这里,我们只讨论由四维或四轴组成的平面坐标几何。作者利用“矩形巴塔查里亚坐标系”代替直角笛卡尔坐标系,引入了四个正维或正轴来解决问题。这是作者提出的新概念。作者不仅确定了两点之间的距离,还确定了平面上两点之间线段的方向。
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