Transcription of APPENDIX H INTRODUCTION TO PROBABILITY AND …
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APPENDIX H INTRODUCTION TO PROBABILITY AND …
APPENDIX H INTRODUCTION TO PROBABILITY AND random processes This APPENDIX is not intended to be a definitive dissertation on the subject of random processes . The major concepts, definitions, and results which are employed in the text are stated here with little discussion and no proof. The reader who requires a more complete presentation of this material is referred to any one of several excellent books on the subject: among them Davenport and Root (Ref. 2), Laning and Battin (Ref. 3), and Lee (Ref. 4). Possibly the most important function served by this APPENDIX is the definition of the notation and of certain conventions used in the text. PROBABILITY Consider an event E which is a possible outcome of a random experiment.
PROBABILITY AND RANDOM PROCESSES 631 A suitable definition of the delta function, 6(x), for the present purpose is a function which is zero everywhere except at x = 0, and infinite at that point in such a way that the integral of the function across the singularity is unity.
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