🕸️Basic Erdős Discrepancy
MathematicsOverview
Interactive visualization of the Erdős Discrepancy Problem
🚀 Intermediate
Basic Erdős Discrepancy
Interactive visualization of the Erdős Discrepancy Problem.
Here's a sequence of +1s and -1s:
+1
-1
+1
+1
-1
+1
-1
+1
+1
-1
Let's take every:
The amazing thing Erdős asked:
No matter what sequence of +1s and -1s you make,
there will ALWAYS be some way to jump through it
that makes the sum really big!
No matter what sequence of +1s and -1s you make,
there will ALWAYS be some way to jump through it
that makes the sum really big!