Riemannian
"riemannian" is a 10-letter English headword indexed on PlainSpell.
The verdict
“Riemannian” is uncommon English (frequency #73,593 among 3,094 “R” headwords), classed as an adjective. The kind of spelling people second-guess.
- #73,593
- frequency rank, English
- 3,094
- “R” headwords
According to Wiktionary data (CC BY-SA, analyzed September 3, 2026) - Of or relating to the work, or theory developed from the work, of German mathematician Bernhard Riemann, especially to Riemannian manifolds and Riemannian geometry.
Corpus desk
Index EN-riemannian · Riemannian · English
Riemannian · rank #73,593 · 0 variants · 0 confusables
- FREQ-RARE #73,593
- LEN-MEGA 10 letters
- VOW-5 5 vowels
- CONFUS-0 No pairs
- VAR-0 0 variants
- BOOK-MID 3,094
- PHOTO-FINISH Ritu
Nearest frequency peer: Ritu (+1 rank slots)
Read with this headword: Spelling guide for this pattern
Desk codes from Wiktionary headword shape, FrequencyWords rank tier, confusable-pair count, generated misspelling depth, letter-cohort book size, and photo-finish peer. Not a difficulty grade.
Long-tail ranks near “Riemannian”
Sparse band: bars invert rank so rarer forms read shorter
- retentive
retentive
26,412 corpus weight
- retinitis
retinitis
26,411 corpus weight
- retool
retool
26,410 corpus weight
- Riemannian
Riemannian
26,408 corpus weight
- Ritu
Ritu
26,407 corpus weight
- Rosyth
Rosyth
26,404 corpus weight
What this shows Long-tail view: where “Riemannian” sits against similarly uncommon English ranks.
| Property | Value |
|---|---|
| Headword | Riemannian |
| Language | English |
| Part of speech | Adjective |
| Letters | 10 |
| Frequency rank | #73,593 |
| Misspellings tracked | 0 |
| Confusable pairs | 0 |
| Source | Wiktionary (kaikki.org) |
Long-tail rank of “Riemannian” in English
Rare enough to double-check
Riemannian is uncommon English at frequency #73,593 among 3,094 “R” headwords, classed as anadjective. Rarity is why readers land here mid-draft. 2 senses are on record.
No generated misspelling entries exist for Riemannian in our index, a straightforward case of a spelling with little room for common typos. We don't track a confusable pairing for this entry, suggesting its spelling stands apart enough that readers rarely confuse it with something else.
Etymologically, the entry records: From Riemann + -ian. The correct English form is Riemannian, spelled R-I-E-M-A-N-N-I-A-N.
Definition
- 1Of or relating to the work, or theory developed from the work, of German mathematician Bernhard Riemann, especially to Riemannian manifolds and Riemannian geometry.
- 2Relating to the musical theories of German theorist Hugo Riemann, particularly his theory of harmony, which is characterised by a system of "harmonic dualism".
Recorded use
Wiktionary examplesThese source excerpts show how Riemannian appears in context. They illustrate usage; the definition above remains the entry’s reference meaning.
where R is the Riemannian curvature of the metric g, regarded as an operatorname End(TM)-valued two form, and √ is the Pfaffian, which is an invariant polynomial defined on the Lie algebra of skew symmetric matrices in even dimensions.
As the preferred metrics applied to symplectic forms are Kähler metrics one could ask for the Riemannian structure which would make the cone with the metric #92;overlineg#61;dt²#43;t²ᵍ together with the symplectic form #92;omega into a Kähler manifold. Then #92;overlineg and #92;omega define a complex structure #92;overline#92;Phi. Alternatively, one coul…
Etymology
From Riemann + -ian.
This word in other languages
Definitions, pronunciation, and etymology for this entry are drawn from Wiktionary via the kaikki.org structured extract (CC BY-SA); frequency ordering uses the FrequencyWords open word-frequency list (2018 English corpus, MIT). See the methodology for how each field is sourced and updated.
Frequently Asked Questions
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Similar English words by spelling shape
Same letter count and similar misspelling depth for "Riemannian", not the corpus desk frequency band.
Same letter count
Frequency-ranked English headwords with 10 letters (nearest by frequency rank).