Bernstein's polynomial

GPTKB entity

Statements (68)
Predicate Object
gptkbp:instanceOf gptkb:concept
gptkbp:defines gptkb:Bernstein_basis_functions
gptkbp:hasGenre n
https://www.w3.org/2000/01/rdf-schema#label Bernstein's polynomial
gptkbp:isAccessibleBy control points
gptkbp:isATypeOf polynomial interpolation
gptkbp:isAvenueFor data fitting
gptkbp:isEvaluatedBy t in [0, 1]
gptkbp:isLocatedIn B_n(f) = Σ (f(k/n) * C(n, k) * (t^k) * ((1-t)^(n-k))) for k=0 to n
gptkbp:isNamedAfter S._N._Bernstein
gptkbp:isNear for all x in [0, 1]
gptkbp:isRelatedTo gptkb:Bézier_curves
spline theory
Weierstrass approximation theorem
gptkbp:isUsedFor continuous functions
gptkbp:isUsedIn gptkb:quantum_computing
artificial intelligence
cryptography
image processing
cloud computing
computer graphics
machine learning
animation
augmented reality
computer vision
data visualization
digital marketing
educational technology
financial modeling
game development
human-computer interaction
mathematical modeling
mobile app development
natural language processing
network security
robotics
scientific computing
statistical modeling
surface modeling
virtual reality
web development
bioinformatics
computer simulations
computer-aided design
content creation
data mining
data science
finite element analysis
signal processing
network theory
optimization problems
information retrieval
online education
numerical analysis
search engine optimization
shape modeling
software engineering
control theory
curve fitting
distance learning
statistical graphics
social media analysis
e-learning
big data analysis
geometric modeling
machine vision
gptkbp:usedIn approximation theory
gptkbp:wasAffecting on [0, 1]