Add to ORKGKnowledge about integers, number theory and prime numbersLevy's conjecture states that any odd integer greater than or equal to 7 is the sum of a prime plus twice a prime. This Demonstration provides the decompositions for a range of such integers and also displays the distribution of the number of decompositionsComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Matemátic
This paper provides a limited solution for Lemoine’s conjecture that includes more numbers than prev...
We prove results in arithmetic combinatorics involving sums of prime numbers and also some variants ...
Knowledge about algorithms, integers, number theory, prime numbers and SequencesDirichlet's theorem ...
Knowledge about integers, number theory and prime numbersLevy's conjecture states that any odd integ...
Knowledge about number theory and prime numbersGoldbach's conjecture is one of the oldest open probl...
Knowledge about integers and representations of numbersThe sum of the first n odd positive integers ...
Only a subset of all even integers can be proved in which every even integer > 4 can be expressed as...
A) Any odd integer n can be expressed as a combination of three primes as follows: 1) As a sum of tw...
Knowledge about number theory and prime numbersEuclid proved that the number of prime numbers is inf...
Any odd number can be expressed as a sum of two primes minus a third prime, not including the trivia...
Knowledge about number theory and prime numbersProduce a table of successive integers highlighting t...
The Goldbach-Euler binary problem is formulated as follows: Any even number, starting from 4, can ...
In this short note many conjectures on partitions of integers as summations of prime numbers are pre...
"Even numbers are the sum of two prime numbers." This is the description of Goldbach's conjecture, a...
Goldbach’s conjecture is one of the oldest and best-known unsolved problems in number theory and all...
This paper provides a limited solution for Lemoine’s conjecture that includes more numbers than prev...
We prove results in arithmetic combinatorics involving sums of prime numbers and also some variants ...
Knowledge about algorithms, integers, number theory, prime numbers and SequencesDirichlet's theorem ...
Knowledge about integers, number theory and prime numbersLevy's conjecture states that any odd integ...
Knowledge about number theory and prime numbersGoldbach's conjecture is one of the oldest open probl...
Knowledge about integers and representations of numbersThe sum of the first n odd positive integers ...
Only a subset of all even integers can be proved in which every even integer > 4 can be expressed as...
A) Any odd integer n can be expressed as a combination of three primes as follows: 1) As a sum of tw...
Knowledge about number theory and prime numbersEuclid proved that the number of prime numbers is inf...
Any odd number can be expressed as a sum of two primes minus a third prime, not including the trivia...
Knowledge about number theory and prime numbersProduce a table of successive integers highlighting t...
The Goldbach-Euler binary problem is formulated as follows: Any even number, starting from 4, can ...
In this short note many conjectures on partitions of integers as summations of prime numbers are pre...
"Even numbers are the sum of two prime numbers." This is the description of Goldbach's conjecture, a...
Goldbach’s conjecture is one of the oldest and best-known unsolved problems in number theory and all...
This paper provides a limited solution for Lemoine’s conjecture that includes more numbers than prev...
We prove results in arithmetic combinatorics involving sums of prime numbers and also some variants ...
Knowledge about algorithms, integers, number theory, prime numbers and SequencesDirichlet's theorem ...