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General Procedure. Processing double differenced data from two receivers results in a baseline solution . The estimated parameters include the vector between the two receivers, in Cartesian coordinates ( x, y, z) and may include parameters to model the tropospheric delay. In addition, the ambiguity paramjk eters NAB for each set of double differences to speci c satellite pairs (j, k) must be estimated. The observation equations therefore require linearization in terms of all these parameters (according to the process explained in Section 4.1). Typically, one station is held xed at good nominal coordinates, which quite often come from an initial pseudorange point position solution. We should mention, however, that due to S/A, point position solutions can have substantial errors (100 m) which may create signi cant errors in the double differenced observation model, and in the design matrix. If we call the xed station A, then estimating the baseline vector is equivalent to estimating the coordinates of station B. It is convenient to formulate the problem to estimate parameters (xB, yB, zB). For example, consider a GPS survey between stations A and B, which observe satellites 1, 2, 3 and 4 for every epoch in the session, where we arbitrarily pick satellite 2 as the reference satellite. For every epoch i, we have the following linearly independent set of three double differenced observations:

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As with all JDBC calls, you will also need to catch the SQLException that may be thrown. You will get this exception if the connection cannot be established (network down), the named database doesn't exist, or some authentication information is wrong (for example, if you didn't supply a user name and password if they were needed). In the versions that supply a list of properties, you might also generate warnings about invalid property values. Although the connection is still made, check the warnings generated by calling the getWarnings() method on the connection.

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bold assumption that light was in fact this interplay of magnetic and electrical waves. He remarked on the speed his calculations forced on the interacting pair:

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2.1.3 Are Adaptive and Re ective Techniques the Same Adaptive and re ective techniques are intimately related, but have distinct differences and individual characteristics: An adaptive system is capable of changing its behavior. A re ective system can inspect/examine its internal state and environment. Systems can be both adaptive and re ective, can be adaptive but not re ective, as well as re ective but not adaptive. On their own, both of these techniques are useful, but when used collectively, they provide a very powerful paradigm that allows for system inspection with an appropriate behavior adaptation if needed. When discussing re ective systems, it is often assumed that the system has adaptive capabilities.

to device or to application server, including control and user plane functions at radio access, core and service delivery networks network infrastructure support functions such as service creation, billing and operator Information Technology (IT) resources.

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