Add to ORKGWe introduce the concept of multiplicity lattices of $2$-multiarrangements, and determine the behaviour of exponents in that lattice
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
Zeiner P. Multiplicativity in the theory of coincidence site lattices. Journal of Physics: Conferenc...
We discuss the lattice structure of congruential random number generators and examine figures of mer...
Several combinatorial techniques are used in different ways for finding the formulae or binomial exp...
We give an explicit formula for the figure of merit ρN of 2-dimensional rank 2 lattice rules in term...
A recent paper [Pitteri & Zanzotto (1998). Acta Cryst. A54, 359-373] has proposed a framework for th...
The binomial and combinatorial techniques are used in different ways to find the binomial theorems f...
To every pair of rational numbers there is an associated two-dimensional lattice\ud that plays an im...
We show the combinatorial structure of Z2 modulo sublattices similar to Z2. The tool we use for deal...
We focus on a possible generalisation of the theory of congruences on a lattice to a more general fr...
We show the combinatorial structure of Z2 modulo sublattices similar to Z2. The tool we use for deal...
The binomial and combinatorial techniques are used in different ways to find the binomial theorems f...
AbstractAn elementary introduction to lattices, integration lattices and lattice rules is followed b...
This paper provides the relationship between the results of binomial expansions which are equal to m...
This paper present the results of binomial expansions which are equal to exponents of two. These com...
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
Zeiner P. Multiplicativity in the theory of coincidence site lattices. Journal of Physics: Conferenc...
We discuss the lattice structure of congruential random number generators and examine figures of mer...
Several combinatorial techniques are used in different ways for finding the formulae or binomial exp...
We give an explicit formula for the figure of merit ρN of 2-dimensional rank 2 lattice rules in term...
A recent paper [Pitteri & Zanzotto (1998). Acta Cryst. A54, 359-373] has proposed a framework for th...
The binomial and combinatorial techniques are used in different ways to find the binomial theorems f...
To every pair of rational numbers there is an associated two-dimensional lattice\ud that plays an im...
We show the combinatorial structure of Z2 modulo sublattices similar to Z2. The tool we use for deal...
We focus on a possible generalisation of the theory of congruences on a lattice to a more general fr...
We show the combinatorial structure of Z2 modulo sublattices similar to Z2. The tool we use for deal...
The binomial and combinatorial techniques are used in different ways to find the binomial theorems f...
AbstractAn elementary introduction to lattices, integration lattices and lattice rules is followed b...
This paper provides the relationship between the results of binomial expansions which are equal to m...
This paper present the results of binomial expansions which are equal to exponents of two. These com...
Because lattice theory is so vast, the primary purpose of this paper will be to present some of the ...
Zeiner P. Multiplicativity in the theory of coincidence site lattices. Journal of Physics: Conferenc...
We discuss the lattice structure of congruential random number generators and examine figures of mer...