10 citations · 57 across the 24 of their papers we have counts for
27 papers
Triple arrays from ovals in finite projective planes
Sunanda Bagchi, Bhaskar Bagchi
In this paper we prove that whenever a projective plane of odd order n contains an oval, it may be used to construct a triple array with n + 1 rows, n.n columns and n(n + 1) symbol…
On the structure of cellular pseudomanifolds
Bhaskar Bagchi, Basudeb Datta
In this paper we study the structure of cellular pseudomanifolds (aka abstract polytopes). These are natural combinatorial generalisations of polytopal spheres (i.e., boundary comp…
Dembowski's Theorem on Finite Inversive Planes of Even Order
Bhaskar Bagchi
A remarkable theorem due to Peter Dembowski states that if is an inversive plane of even order then must be a power of two and must be the incidence system of point…
Parametric restrictions on quasi-symmetric designs
Bhaskar Bagchi
In this paper, we attach several new invariants to connected strongly regular graphs (excepting conference graphs on non-square number of vertices) : one invariant called the discr…
Optimality of multi-way designs
Sunanda Bagchi, Bhaskar Bagchi
In this paper we study optimality aspects of a certain type of designs in a multi-way heterogeneity setting. These are ``duals" of plans orthogonal through the block factor (POTB).…
Aspects of optimality of plans orthogonal through other factors
Bhaskar Bagchi, Sunanda Bagchi
The concept of orthogonality through the block factor (OTB), defined in Bagchi (2010), is extended here to orthogonality through a set (say S) of other factors. We discuss the impa…