Title :
Lossless compression of high-volume numerical data from simulations
Author :
Engelson, Vadim ; Fritzson, Dag ; Fritzson, Peter
Author_Institution :
IDA, Linkoping Univ., Sweden
Abstract :
Summary form only given. We propose a lossless algorithm of delta compression (a variant of predictive coding) that attempts to predict the next point from previous points using higher-order polynomial extrapolation. In contrast to traditional predictive coding our method takes into account varying (non-equidistant) domain (typically, time) steps. To save space and guarantee lossless compression, the actual and predicted values are converted to 64-bit integers. The residual (difference between actual and predicted values) is computed as difference of integers. The unnecessary bits of the residual are truncated, e.g., 1111110101 is replaced by 10101. The length of the bit sequence (510=(000101)2) is prepended
Keywords :
binary sequences; data compression; extrapolation; linear predictive coding; polynomial approximation; bit sequence; delta compression; difference of integers; high-volume numerical data; higher-order polynomial extrapolation; lossless compression; predictive coding; residual; simulations; varying domain steps; Compression algorithms; Differential equations; Extrapolation; Numerical simulation; Polynomials; Predictive coding; Scientific computing; Testing; Wavelet transforms;
Conference_Titel :
Data Compression Conference, 2000. Proceedings. DCC 2000
Conference_Location :
Snowbird, UT
Print_ISBN :
0-7695-0592-9
DOI :
10.1109/DCC.2000.838221