Definition of Decreasing monotonic

1. Adjective. Consistently decreasing. "A decreasing monotonic function"

Similar to: Monotone, Monotonic



Decreasing Monotonic Pictures

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Lexicographical Neighbors of Decreasing Monotonic

decoys
decrease
decreased
decreaseless
decreaser
decreasers
decreases
decreasest
decreaseth
decreasing
decreasing function
decreasing functions
decreasing monotonic (current term)
decreasingly
decreation
decreations
decree
decree absolute
decree arbitral
decree nisi
decreeable
decreed
decreeing
decreer
decreers
decrees
decrees absolute

Literary usage of Decreasing monotonic

Below you will find example usage of this term as found in modern and/or classical literature:

1. A First Course in the Differential and Integral Calculus by William Fogg Osgood (1922)
"Thus y = Va2 — x\ 0 ^ x ^ a, is a decreasing monotonic function. Its derivative is, in general, negative ; but when x = 0, it vanishes, and when x = a, ..."

2. Elementary Calculus by William Fogg Osgood (1921)
"Thus y=Va2 — x\ 0 <; a; <ja, is a decreasing monotonic function. Its derivative is, in general, negative ; but when x=0, it vanishes, ..."

3. The Madison Colloquium 1913 by Leonard Eugene Dickson, William Fogg Osgood (1914)
"As r increases, <p(r) decreases or remains constant; ie, <p(r) is a decreasing monotonic function of rt The domain of definition of <p(r) consists of an ..."

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