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So the theory does not suffer from a problem of the direction of time as stated above.
In this approximation many have thought there lies a possible solution to the problem of the direction of time.
Since the resulting theory is time reversal invariant, it is possible to generate the problem of the direction of time just as we did with classical mechanics.
Albert 2000 calls this the "Past Hypothesis" and argues that it solves both this problem of the direction of time and also the one to be discussed below.
Despite the worthiness of these issues, this article will focus on the particularly important problem of the direction of time (though as we'll see, many issues go by this name).
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This study considers the problem of estimating the direction-of-arrival (DOA) for code-division multiple access (CDMA) signals.
One of the main advantages of the velocity control method is the simplicity with which the inverse problem can be regularized, irrespective of the direction of arrival of the sound to be reproduced.
A completely different problem going by the name 'problem of the direction of time' is the question of grounding various non-thermodynamic temporal asymmetries (to be described in detail below).
The output of the top layer will be the solution to a computational problem — in this case, an estimate of the direction of the user's gaze.
He capped that particular discussion with a solution to the rather sophisticated spherical trigonometric problem of determining the direction of Mecca along the local horizon at Ghazna.
The discussion concludes with the roles of problem classification and the direction of future works.
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