One kind of construction on sunflower with two petals*
January-June 2021 - Vol 14 Num. 1
A sunflower (or ∆-system) with k petals and a core Y is a collection of sets S1,⋯, Sk such that Si∩Sj=Y for all i≠j; the sets S1\Y,⋯, Sk\ Y, are petals. In this paper, we first give a sufficient condition for the existence of a sunflower with 2 petals. Let F={A,B,C} be a family of subsets of a set { a1,⋯,am...
One kind of construction on sunflower with two petals*
January-June 2021
A focus on the Riemann's hypothesis
July-December 2020
The weighted Monsef distribution
July-December 2020
Integral Tau method for fourth-order ordinary differential equations with third degree over determination
July-December 2020
An automorphism in the LK_ITB5a H110F gene mutation
July-December 2020
October 2014
A study of some systems of nonlinear partial differential equations by using Adomian and modified decomposition methods
November 2013
A fuzzy inference system for predicting depression risk levels
November 2014
Multivalent harmonic uniformly convex functions
November 2014
A study of Green’s functions for three-dimensional problem in thermoelastic diffusion media
October 2013
Hybrid filters for medical image reconstruction
Advertisement
Advertisement
