What does WBFA mean?
WBFA means Wavelet Based Fractal Approximation
This acronym/slang usually belongs to Scientific & Educational
category.
Particularly in Physics Abbreviations
Particularly in Physics Abbreviations
What is the abbreviation for Wavelet Based Fractal Approximation?
Wavelet Based Fractal Approximation can be abbreviated as WBFA
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Most popular questions people look for before coming to this page
Q: A: |
What does WBFA stand for? WBFA stands for "Wavelet Based Fractal Approximation". |
Q: A: |
How to abbreviate "Wavelet Based Fractal Approximation"? "Wavelet Based Fractal Approximation" can be abbreviated as WBFA. |
Q: A: |
What is the meaning of WBFA abbreviation? The meaning of WBFA abbreviation is "Wavelet Based Fractal Approximation". |
Q: A: |
What is WBFA abbreviation? One of the definitions of WBFA is "Wavelet Based Fractal Approximation". |
Q: A: |
What does WBFA mean? WBFA as abbreviation means "Wavelet Based Fractal Approximation". |
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What is shorthand of Wavelet Based Fractal Approximation? The most common shorthand of "Wavelet Based Fractal Approximation" is WBFA. |
Abbreviations or Slang with similar meaning
- 2D TD-HAAR - Two-Dimensional Time Domain Haar-Wavelet-Based
- HWB-MRTD - Haar-Wavelet-Based Multi-Resolution Time Domain
- TD-HAAR - Time Domain Haar-Wavelet-Based
- W-MRTD - Wavelet-based Multi-Resolution Time Domain
- WBIIS - Wavelet-Based Image Indexing and Searching
- WBMT - Wavelet-Based Multirate Transmission
- WB-GSC - Wavelet-Based Generalized Sidelobe Canceller
- FWC - Fractal Wavelet Compression
- WBSK - Wavelet-Based Separating Kernels
- WSPM - Wavelet-based Statistical Parametric Mapping
- WBC - Wavelet Based Correlation
- WBNR - Wavelet Based Noise Removal
- WHOSC - wavelet transform higher order statistics-based coding
- WNN - wavelet-based neural network
- WPSW - Wavelet Page Summary of Wavelet
- WTCC - wavelet transform-based cross-correlation
- WBCT - Wavelet Based Contourlet Transform
- WBFT - Wavelet Based Fractal Transform
- WHVQ - Wavelet-based Hierarchical Vector Quantization
- WMVQ - Wavelet-based Multiscale Vector Quantizer