Associations to the word «Fourier»
Noun
- Mathematician
- Technique
- Sum
- Zeta
- Pixel
- Vis
- Processing
- Hartley
- Calculation
- Utopia
- Representation
- Cid
- Coupling
- Waveguide
- Symmetry
- Microscope
- Measurement
- Wave
- Input
- Decay
- Infinity
- Pseudo
- Mathematics
- Inequality
- Hydrocarbon
- Tomography
- Diffusion
- Emission
- Operator
- Dual
- Owen
- Relaxation
- Impulse
- Pharmaceutical
- Sample
- Norbert
- Bragg
- Reflector
- Nd
- Microwave
- Susceptibility
- Projection
- Method
- Acoustic
- Gradient
- Singularity
- Expansion
- Array
- Gel
- Gibbs
- Efficient
- Socialist
- Entropy
- Thin
- Nance
- Formula
- Sensitivity
Adjective
- Thermal
- Calculated
- Stationary
- Planar
- Valued
- Geometrical
- Temporal
- Quantitative
- Plane
- Aromatic
- Biomedical
- Truncated
- Instantaneous
- Radial
- Tandem
- Corresponding
- Socialist
- Computational
- Tempered
- Analog
- Sparse
- Stochastic
- Partial
- Rectangular
- Atmospheric
- Transient
- Mass
- Atomic
- Component
- Optic
- Imaginary
- Liquid
- Zero
- Electromagnetic
- Sample
- Diagonal
- Reconstructed
- Complex
Adverb
Wiktionary
FOURIER COSINE SERIES, noun. A Fourier series consisting solely of cosine functions
FOURIER SERIES, noun. (mathematics) a series of cosine and sine functions or complex exponentials resulting from the decomposition of a periodic function
FOURIER SINE SERIES, noun. A Fourier series consisting solely of sine functions
FOURIER TRANSFORM, noun. (analysis) a transform, applied to a function, used to determine the function's frequency composition (temporal, spatial or otherwise); it has many scientific and industrial applications, especially in signal processing.
FOURIER TRANSFORMS, noun. Plural of Fourier transform
Dictionary definition
FOURIER, noun. French mathematician who developed Fourier analysis and studied the conduction of heat (1768-1830).
FOURIER, noun. French sociologist and reformer who hoped to achieve universal harmony by reorganizing society (1772-1837).
Wise words
Don't use words too big for the subject. Don't say
"infinitely" when you mean "very"; otherwise you'll have no
word left when you want to talk about something really
infinite.