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Temporal mean

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28:. Assuming equidistant measuring or sampling times, it can be computed as the sum of the values over a period divided by the number of values. A simple 76: 32:
can be considered to be a sequence of temporal means over periods of equal duration. (If the time variable is
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over the period divided by the length of the duration of the period.)
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Introduction to Chemical Transport in the Environment
36:, the average value during the time period is the 8: 59: 7: 26:series of values over a time period 14: 71:. Cambridge University Press. 1: 115: 67:John S. Gulliver (2007). 106: 83: 82: 64: 114: 113: 109: 108: 107: 105: 104: 103: 89: 88: 87: 86: 79: 66: 65: 61: 56: 46: 22:arithmetic mean 12: 11: 5: 112: 110: 102: 101: 91: 90: 85: 84: 78:978-0521858502 77: 58: 57: 55: 52: 49:Moving average 45: 42: 30:moving average 13: 10: 9: 6: 4: 3: 2: 111: 100: 97: 96: 94: 80: 74: 70: 63: 60: 53: 51: 50: 43: 41: 39: 35: 31: 27: 23: 19: 18:temporal mean 68: 62: 47: 17: 15: 54:References 34:continuous 93:Category 44:See also 38:integral 20:is the 75:  99:Means 24:of a 73:ISBN 16:The 95:: 81:.

Index

arithmetic mean
series of values over a time period
moving average
continuous
integral
Moving average
ISBN
978-0521858502
Category
Means

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