piecewise-smooth curve

0.03 sec.

piecewise-smooth curve [¦pēs‚wīz ‚smüth′kərv]

(mathematics)

The range of a function from a closed interval to a Euclidean space such that each of the Cartesian coordinates of the image point is a continuously differentiable function on the closed interval, except at a finite set of points where the function is differentiable on the left and on the right.

How to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit webmaster's page for free fun content.

?Page tools

Printer friendly
Cite / link

Email
Feedback

? Mentioned in

No references found

Encyclopedia browser

? Full browser

piece rate
piece-root grafting
piecemeal stoping
piecewise linear system
piecewise linear topology
piecewise-continuous function
piecewise-linear
piecewise-smooth curve
piecework
pied
Pied Piper
Pied Piper of Hamelin
Pied Piper, the
piedmont
piedmont alluvial plain

Piecewise Parabolic Method
Piecewise Quadratic Bent Function
Piecewise Sinusoidal
Piecewise smooth
Piecewise Stationary Memoryless Source
Piecewise Stationary Source
Piecewise Stationary with Repeating Statistics
Piecewise syndetic
Piecewise syndetic set
Piecewise-Affine Markov
Piecewise-constant
Piecewise-constant
Piecewise-continuous
piecewise-continuous function
Piecewise-Identically-Distributed Source
Piecewise-linear

Piecewise-linear
Piecewise-linear function
Piecewise-Linear Function Approximation
Piecewise-linear manifold
Piecewise-linear map
Piecewise-Linear Recursive Convolution
Piecewise-linear structure
Piecewise-Simple Smooth Closed Curve
piecewise-smooth curve
piecework
piecework
piecework
pieceworker
pieceworker
pieceworkers
pieceworkers
Piechna Grzegorz

Piechota wybraniecka
Piechowice
Piechy
piecing
piecing
piecing
piecing
piecing
piecing
piecing out
piecing out
piecing out
piecing out
piecing out
piecing out
Pieck

Encyclopedia

Free Tools:	For surfers: Free toolbar & extensions \| Word of the Day \| Help For webmasters: Free content \| Linking \| Lookup box \| Double-click lookup \| Partner with us

All content on this website, including dictionary, thesaurus, literature, geography, and other reference data is for informational purposes only. This information should not be considered complete, up to date, and is not intended to be used in place of a visit, consultation, or advice of a legal, medical, or any other professional. Terms of Use.