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differentiable manifold

dif·fer·en·ti·a·ble man·i·fold
D d

Transcription

    • US Pronunciation
    • US IPA
    • [dif-uh-ren-shee-uh-buh l, -shuh-buh l man-uh-fohld]
    • /ˌdɪf əˈrɛn ʃi ə bəl, -ʃə bəl ˈmæn əˌfoʊld/
    • US Pronunciation
    • US IPA
    • [dif-uh-ren-shee-uh-buh l, -shuh-buh l man-uh-fohld]
    • /ˌdɪf əˈrɛn ʃi ə bəl, -ʃə bəl ˈmæn əˌfoʊld/

Definition of differentiable manifold words

  • noun differentiable manifold a manifold having the property that any two overlapping open sets are homeomorphic to locally Euclidean spaces whose coordinates are related by differentiable functions, a property with wide applications in mathematical physics and differential geometry. 1
Just one definition for differentiable manifold

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Parts of speech for Differentiable manifold

noun
adjective
verb
adverb
pronoun
preposition
conjunction
determiner
exclamation
Full grammatical hierarchy of Differentiable manifold

differentiable manifold popularity

This term is known only to a narrow circle of people with rare knowledge. Only 1% of English native speakers know the meaning of this word.
According to our data most of word are more popular. This word is almost not used. It has a much more popular synonym.

differentiable manifold usage trend in Literature

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