Add to ORKGIn the November 2016 issue of At Right Angles, I published an article, Counting Triangles, in which I discussed the following problem: Count the number of triangles formed in a triangle if n segments are drawn from one vertex to its opposite side, and h segments are drawn from another vertex to its opposite side
A triangular number is a number N that satisfies that N dots can be arranged in increasing order to ...
Triangles with one angle equal to another are familiar objects; a lot is known about them. What can ...
AbstractLet T be a non-equilateral triangle. We prove that the number of non-similar triangles Δ suc...
In this article, I study the problem of counting the number of triangles formed in a triangle if n ...
In the previous issue of At Right Angles, we studied a geometrical problem concerning the triangle ...
Find the next term in the sequence 1, 1, 12, 620, 87304. This particular problem belongs to a branch...
A celebrated result of Mantel shows that every graph on n vertices with left perpendicularn(2)/4righ...
In the July 2018 issue of At Right Angles, author A S Rajagopalan had explored the number of tri...
For a natural number n, we find the number of right triangles that have an area equal to n times per...
In these notes we discuss the earlier sections of a paper of Suri and Vassilvitskii, with the great ...
The article presents information about the mathematical research of Joe DeNaio, professor of mathema...
The following question has been considered by several mathematicians over the last half century: How...
An isosceles triangle can be divided into a sequence of n isosceles triangles if it satisfies one of...
My research is in the area of algebraic combinatorics. I find the most captivating aspect of combina...
Abstract. In this note we introduce a new randomized algorithm for counting triangles in graphs. We ...
A triangular number is a number N that satisfies that N dots can be arranged in increasing order to ...
Triangles with one angle equal to another are familiar objects; a lot is known about them. What can ...
AbstractLet T be a non-equilateral triangle. We prove that the number of non-similar triangles Δ suc...
In this article, I study the problem of counting the number of triangles formed in a triangle if n ...
In the previous issue of At Right Angles, we studied a geometrical problem concerning the triangle ...
Find the next term in the sequence 1, 1, 12, 620, 87304. This particular problem belongs to a branch...
A celebrated result of Mantel shows that every graph on n vertices with left perpendicularn(2)/4righ...
In the July 2018 issue of At Right Angles, author A S Rajagopalan had explored the number of tri...
For a natural number n, we find the number of right triangles that have an area equal to n times per...
In these notes we discuss the earlier sections of a paper of Suri and Vassilvitskii, with the great ...
The article presents information about the mathematical research of Joe DeNaio, professor of mathema...
The following question has been considered by several mathematicians over the last half century: How...
An isosceles triangle can be divided into a sequence of n isosceles triangles if it satisfies one of...
My research is in the area of algebraic combinatorics. I find the most captivating aspect of combina...
Abstract. In this note we introduce a new randomized algorithm for counting triangles in graphs. We ...
A triangular number is a number N that satisfies that N dots can be arranged in increasing order to ...
Triangles with one angle equal to another are familiar objects; a lot is known about them. What can ...
AbstractLet T be a non-equilateral triangle. We prove that the number of non-similar triangles Δ suc...