In mathematics, the phrase sufficiently large is used in contexts such as:
- is true for sufficiently large
which is actually shorthand for:
- such that is true .
This does not necessarily mean that any particular value for is known, but only that such an exists. The phrase "sufficiently large" should not be confused with the phrases "arbitrarily large" or "infinitely large".
Read more about Sufficiently Large: Other Uses in Mathematics
Famous quotes containing the words sufficiently and/or large:
“It has become a certainty now that if you will only advertise sufficiently you may make a fortune by selling anything.”
—Anthony Trollope (1815–1882)
“As we approached the log house,... the projecting ends of the logs lapping over each other irregularly several feet at the corners gave it a very rich and picturesque look, far removed from the meanness of weather-boards. It was a very spacious, low building, about eighty feet long, with many large apartments ... a style of architecture not described by Vitruvius, I suspect, though possibly hinted at in the biography of Orpheus.”
—Henry David Thoreau (1817–1862)