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fontinalis) to surface water acidi cation in Ontario Water Air and Soil Pollution, 30, 711 717 Bengtsson, BE, A Bergman, I Brandt, C Hill, N Johansson, A S dergren & J Thulin (1994) Reproductive disturbances in Baltic sh: Research Programme for the period 1994/95 1998/99 Swedish Environmental Protection Agency, Report 4319, Sweden Blaber, SJM, J-J Albaret, Chong Ving Ching, DP Cyrus, JW Day, M Elliott, D Fonseca, J Hoss, J Orensanz, IC Potter & W Silvert (2000) Effects of shing on the structure and functioning of estuarine and nearshore ecosystems ICES Journal of Marine Science, 57 (3), 590 602 Black, JJ, ED Evans, JC Harshbarger & RF Ziegel (1985) Epizootic neoplasms in shes from a lake polluted by copper mining wastes Journal of the National Cancer Institute, 69, 915 926 Blackstock, J.

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DATA MATRIX: SYMBOLOGY, SPECIFICATION ... - Barcode-Coder
The encoded data size depends on the type and the length od the data to data to code . An intermediate structure of 8 bits is used to save each data : the codeword . A symbol is composed of 3 groups of codewords: Data codewords: encoded from the data .

Uzsoky and Solymar (1956) introduce a tolerance factor T that is the ratio of Q to D: T = Q/D. It has also been used by Lo et al. (1966), but called the sensitivity factor S. This factor is important as it tells whether Q is increasing faster than D as the SDR increases. They show that for end re arrays, the uniform case has T 1 over a wide range of spacings; the Hansen Woodyard has T 0.3 over a wide range of spacings; the amplitude-optimized case gives a rapidly rising T for spacings below about 0.2 ; the fully optimized case T rapidly rises for spacings below about 0.45 . Thus the Q is rising fast (roughly exponentially) while the directivity is rising slowly. A different approach was taken by Newman et al. (1978); they de ned a sensitivity factor, which was the sum of element current magnitudes squared divided by the magnitude of the sum of currents. Also de ned was a safety factor, and of course errors in terms of rms values of amplitude, phase, and position errors. For sidelobe delity in the 20, 30, and 40 dB region, the sensitivity factor should be 103, 104, and 105. Using a safety factor of one, the total allowable error (1 ) was roughly 3%, 1%, and 0.3%. Gilbert and Morgan (1955) maximized directivity subject to a xed background pattern (see also Section 2.4.3).

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(1984) Biochemical metabolic regulatory responses of marine invertebrates to natural environmental change and marine pollution Oceanography and Marine Biology, Annual Review, 22, 263 313 Burgeot, T, G Bocquen , G Pingray, D Godefroy, J Legrand, J Dimeet, F Marco, F Vincent, Y Henocque, HO Jeanneret & F Galgani (1994) Monitoring biological effects of contamination in marine sh along French coasts by measurement of ethoxyresoru n-O-deethylase activity Ecotoxicology and Environmental Safety, 29, 131 147 Caswell, H (1989) Matrix population models: construction, analysis, and interpretation Sinauer Associates, Sunderland, Massachusetts Colby, PJ (1984) Appraising the status of sheries: rehabilitation techniques In: (eds Cairns, VW, PV Hodson & JO Nriagu) Contaminant Effect on Fisheries Advances in Environmental Science and Technology, pp 233 257 Collins, A, M Stapleton & D Whitmarsh (1998) Fishery-pollution interactions: a modelling approach to explore the nature and incidence of economic damages.

The ppf.date time.year fraction module provides functionality to compute year fractions:

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Data Matrix - Wikipedia
A Data Matrix symbol can store up to 2,335 alphanumeric characters. Data Matrix symbols are rectangular, usually square in shape and composed of square "cells" which represent bits. Depending on the coding used, a "light" cell represents a 0 and a "dark" cell is a 1, or vice versa.

The Hull White Model >>> r = ppf.model.hull white.requestor() >>> s = ppf.model.hull white.state("eur", 11, 3.5) >>> sx = s.fill(0.25, r, env) >>> f = fill(2.0) >>> PtT = f.numeraire rebased bond(0.25, 1.5, "eur", env, r, sx) >>> for i in range(11): print PtT[i] 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 1.02531512052 >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> >>> from ppf.math.interpolation import loglinear times = [0.0, 0.5, 1.0, 1.5, 2.0] factors = [math.exp(-0.05*t) for t in times] c = ppf.market.curve(times, factors, loglinear) expiries = [0.1, 0.5, 1.0, 1.5, 2.0, 3.0, 4.0, 5.0] tenors = [0, 90] values = numpy.zeros((8, 2)) surf = ppf.market.surface(expiries, tenors, values) from ppf.date time import * pd = date(2008, 01, 01) env = ppf.market.environment(pd) key = "zc.disc.eur" env.add curve(key, c) key = "ve.term.eur.hw" env.add surface(key, surf) key = "cv.mr.eur.hw" env.add constant(key, 0.0) rd = date(2008, 07, 01) libor obs = ppf.core.libor rate(None, 0, 0, rd, "eur",\ rd, shift(rd+months(6), modified following),\ basis act 360, ppf.core.fixing(False)) >>> r = ppf.model.hull white.requestor() >>> s = ppf.model.hull white.state("eur", 11, 3.5) >>> sx = s.fill(0.25, r, env) >>> f = fill(2.0) >>> libortT = f.libor(0.25, libor obs, env, r, sx) >>> for i in range(11): print libortT[i] 0.0499418283138 0.0499418283138 0.0499418283138 0.0499418283138 0.0499418283138

Marine Pollution Bulletin 36 (3), 211 221 Cushing, DH (1982) Climate and Fisheries Academic Press, London..

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Data Matrix - Wikipedia
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