Add to ORKGIn this paper titled 'The Intersect Point Theorem,' I had performed many mathematical operations on ...
A review of the literature since 1899 when Morley offered his original hypothesis. Various authors h...
problem on arrangements of coins lying on the equilateral triangle latice Mamoru Watanabe ∗ This is ...
Thesis (M.A.)--University of Kansas, Mathematics, 1916. ; Includes bibliographical references
This paper deals with an unannounced theorem by Frank Morley that he originally published amid a col...
The turn of the twentieth century, mathematician Frank Morley discovered that the adjacent angle tri...
Abstract. W. Wernick has tabulated 139 triangle construction problems using a list of sixteen points...
Morley's theorem asserts that the points of intersection of the adjacent angle trisectors of the ang...
ABC is an equilateral triangle (Figure 1). Points P1, P2, …, P10 are taken on side BC, in that order...
This thesis on trisection triangle shows that when each vertex of a triangle is connected to the fir...
Morley’s trisector theorem states that “The points of intersection of the adjacent trisectors of the...
This paper is a continuation of the work started by the second author in a series of papers. We exte...
An elementary geometric construction, known as Napoleon’s theorem, produces an equilateral triangle,...
summary:We give an example of a set $P$ of $3n$ points in $\Bbb R 3$ such that, for any partition of...
summary:We define a proper triangulation to be a dissection of an integer sided equilateral triangle...
In this paper titled 'The Intersect Point Theorem,' I had performed many mathematical operations on ...
A review of the literature since 1899 when Morley offered his original hypothesis. Various authors h...
problem on arrangements of coins lying on the equilateral triangle latice Mamoru Watanabe ∗ This is ...
Thesis (M.A.)--University of Kansas, Mathematics, 1916. ; Includes bibliographical references
This paper deals with an unannounced theorem by Frank Morley that he originally published amid a col...
The turn of the twentieth century, mathematician Frank Morley discovered that the adjacent angle tri...
Abstract. W. Wernick has tabulated 139 triangle construction problems using a list of sixteen points...
Morley's theorem asserts that the points of intersection of the adjacent angle trisectors of the ang...
ABC is an equilateral triangle (Figure 1). Points P1, P2, …, P10 are taken on side BC, in that order...
This thesis on trisection triangle shows that when each vertex of a triangle is connected to the fir...
Morley’s trisector theorem states that “The points of intersection of the adjacent trisectors of the...
This paper is a continuation of the work started by the second author in a series of papers. We exte...
An elementary geometric construction, known as Napoleon’s theorem, produces an equilateral triangle,...
summary:We give an example of a set $P$ of $3n$ points in $\Bbb R 3$ such that, for any partition of...
summary:We define a proper triangulation to be a dissection of an integer sided equilateral triangle...
In this paper titled 'The Intersect Point Theorem,' I had performed many mathematical operations on ...
A review of the literature since 1899 when Morley offered his original hypothesis. Various authors h...
problem on arrangements of coins lying on the equilateral triangle latice Mamoru Watanabe ∗ This is ...