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The phrase "an odd path" is correct and usable in written English.
You can use it to describe a route or course of action that is unusual or unexpected.
Example: "Her journey to success took an odd path, filled with unexpected twists and turns."
Alternatives: "a strange route" or "an unusual course."
Exact(5)
On Saturday at Aqueduct, Arroyo will try to complete an odd path to the winner's circle in the Wood Memorial, a major prep for the Kentucky Derby.
I realized that he probably visited strangers several times a day, meting out bits of himself, then moving on, often forever, and I considered what an odd path through professional experience that must be.
Going from medicine to e-commerce might seem like an odd path, but Verma says she was inspired by the women she treated.
$$\end{documentt} d (C ) = | C | 2 − 1, if C is a cycle, | C | − 1 2, if C is an odd path, | C | 2, if C is an even path.
An odd path to a country ministry.
Similar(55)
For two oriented edges e,f ∈ D G) such that dist(t(f), o e)) is odd, we can find an admissible odd path from f to e.
Hence G turns out to have an admissible odd path between e and f for any e,f∈D(G); this implies (U2)+ is irreducible.
It is easily checked that such an admissible sequence from f to e exists if and only if there exists a reduced path from f to e of odd length in G say an admissible odd path.
It is obvious that an admissible odd path between e and f exists if and only if both o e) and o(f) are in the same set of bipartition, that is, o e),o(f)∈V0 or o e),o(f)∈V1.
A consequence is that the task has a solution for A,B iff for any two vertices of G there is an odd length path, corresponding to a path in (tilde {G}) alternating vertices with id A and B. Notice that the formal specification of the edge covering problem as a triple (langle tilde {I},tilde {G},tilde {Delta }rangle ), depends on the number of robots, and indeed we defined it above for A,B.
A fallacy in and of itself (even Clinton herself reassured supporters that the distance between her and Obama is much shorter between her and McCain --but I can't help but wonder why this odd path of "strategic" voting has eMcCain --buta group of DeMcCain --but I know, like me, have been suffering a string of disappointments for at least the last eight years.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com