Post History
#2: Post edited
by
trichoplax
·
2026-03-15T14:32:25Z (6 months ago)
Typos
Increasing the chances of getting a reserach question answered?
- Increasing the chances of getting a research question answered?
How do increase the chances of getting someone to answer [this post](https://math.codidact.com/posts/295130)?- I want to write a rigorous version of the leading question in the post. The answer to the question should choose a "satisfying" and finite average for an [explicit everywhere surjective function](https://math.codidact.com/posts/295130) whose graph has Hausdroff dimension $2$ with zero $2$-d Hausdorff measure.
- How do I increase the chances of getting someone to answer [this post](https://math.codidact.com/posts/295130)?
- I want to write a rigorous version of the leading question in the post. The answer to the question should choose a "satisfying" and finite average for an [explicit everywhere surjective function](https://math.codidact.com/posts/295130) whose graph has Hausdroff dimension $2$ with zero $2$-d Hausdorff measure.
#1: Initial revision
by
bharathk98
·
2026-01-12T03:22:47Z (8 months ago)
Increasing the chances of getting a reserach question answered?
How do increase the chances of getting someone to answer [this post](https://math.codidact.com/posts/295130)? I want to write a rigorous version of the leading question in the post. The answer to the question should choose a "satisfying" and finite average for an [explicit everywhere surjective function](https://math.codidact.com/posts/295130) whose graph has Hausdroff dimension $2$ with zero $2$-d Hausdorff measure.