Erdős-Moser equation
Diophantine equation 1ᵏ+2ᵏ+…+mᵏ=(m+1)ᵏ; conjectured to have no solutions besides 1¹+2¹=3¹
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Erdős-Moser equation
Summary
Erdős-Moser equation is a Diophantine equation[1]. It draws 331 Wikipedia views per month (diophantine_equation category, ranking #4 of 4).[2]
Key Facts
- Erdős-Moser equation's instance of is recorded as Diophantine equation[3].
- Erdős-Moser equation's instance of is recorded as mathematical concept[4].
- Paul Erdős is named after Erdős-Moser equation[5].
- Leo Moser is named after Erdős-Moser equation[6].
- Erdős-Moser equation's maintained by WikiProject is recorded as WikiProject Mathematics[7].
Body
Definition and Type
Recorded instance of include Diophantine equation[3] and mathematical concept[4].
Origins
Things named after include Paul Erdős[5], a mathematician[8], 1913–1996[9], of Hungary[10], awarded the Guggenheim Fellowship[11], specialised in probability theory[12] and Leo Moser[6], a mathematician[13], 1921–1970[14], of Canada[15].
Why It Matters
Erdős-Moser equation draws 331 Wikipedia views per month (diophantine_equation category, ranking #4 of 4).[2] It is known by 10 alternative names across languages and contexts.[16]