A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be collections of sets with i ¦A i¦=r,¦Bi¦=s and ¦A iBj¦=Ø if and only ifi=j, thenh( s r+s ). The proof immediately extends to the generalizations of this theorem obtained by Frankl, Alon and others
The focus of this dissertation is on two problems in extremal set theory, which is a branch of extre...
One of the great appeals of Extremal Set Theory as a subject is that the statements are easily acces...
A general problem in Extremal Combinatorics asks about the maximum size of a collection of finite ob...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
Let r and s be positive integers and {A1A2, ... , Am}, {B1, ... , Bm} be two families of sets with |...
By means of Bezoutians, we give a new and short proof of Alon's theorem: Let X1, ..., Xn be n disjoi...
AbstractLet X1, …, Xn be n disjoint sets. For 1 ⩽ i ⩽ n and 1 ⩽ j ⩽ h let Aij and Bij be subsets of ...
AbstractThis paper is a survey of open problems and results involving extremal size of collections o...
AbstractThis paper is a survey of open problems and results involving extremal size of collections o...
A resultant is a purely algebraic criterion for determining when a finite collection of polynomials...
This thesis makes contributions to extremal combinatorics, specifically extremal set theory question...
AbstractCertain extremal problems concerning polynomials that have restricted ranges with a node are...
The focus of this dissertation is on two problems in extremal set theory, which is a branch of extre...
One of the great appeals of Extremal Set Theory as a subject is that the statements are easily acces...
A general problem in Extremal Combinatorics asks about the maximum size of a collection of finite ob...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
A new, short proof is given of the following theorem of Bollobás: LetA 1,..., Ah andB 1,..., Bh be c...
Let r and s be positive integers and {A1A2, ... , Am}, {B1, ... , Bm} be two families of sets with |...
By means of Bezoutians, we give a new and short proof of Alon's theorem: Let X1, ..., Xn be n disjoi...
AbstractLet X1, …, Xn be n disjoint sets. For 1 ⩽ i ⩽ n and 1 ⩽ j ⩽ h let Aij and Bij be subsets of ...
AbstractThis paper is a survey of open problems and results involving extremal size of collections o...
AbstractThis paper is a survey of open problems and results involving extremal size of collections o...
A resultant is a purely algebraic criterion for determining when a finite collection of polynomials...
This thesis makes contributions to extremal combinatorics, specifically extremal set theory question...
AbstractCertain extremal problems concerning polynomials that have restricted ranges with a node are...
The focus of this dissertation is on two problems in extremal set theory, which is a branch of extre...
One of the great appeals of Extremal Set Theory as a subject is that the statements are easily acces...
A general problem in Extremal Combinatorics asks about the maximum size of a collection of finite ob...
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