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W (b) =

This procedure uses the active cell as a starting point and then travels down the column, inserting a zero into the active cell. Each time the loop repeats, the next cell in the column becomes the active cell. The loop continues until VBA s IsEmpty function determines that the active cell is not empty. The following procedure uses the second Do While loop syntax. The loop will always be executed at least one time, even if the initial active cell is empty.

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My hat goes o to my children who inspired me to write this book. They naively interpreted the VoIP network elements as the legos during their visits with me to many of the VoIP Labs. This elucidation is more realistic when one considers the exibility of the VoIP network elements to help rapid rollout of new and advanced services. By posing the issues from many di erent viewpoints, my friends and colleagues from GTE Laboratories (now a part of Verizon) and Verizon Laboratories helped me understand many of the emerging VoIP related matters. Accordingly, my special thanks are due to among others Esi Arshadnia, Nabeel Cocker, Gary Crosbie, John DeLawder, Elliot Eichen, Ron Ferrazzani, Bill Goodman, Kathie Jarosinski, Naseem Khan, Alex Laparidis, Steve Leiden, Harry Mussman, Winston Pao, Edd Rauba, Gary Trotter, and George Yum. I have touched on several topics in this book, and many of them may need further investigations for network evolution. This book would not have been possible without the support and encouragements I received from Dean Casey, Roger Nucho, Prodip Sen, and Mike Weintraub of Verizon Laboratories. I am really indebted to them for the challenging environment they provide here in the Labs. The acquisition, editorial, and production sta of the Scienti c, Technical, and Medical (STM) division of the John Wiley and Sons, Inc. deserves recognition for their extraordinary patience and perseverance. My special thanks go to Brendan Codey, Philip Meyler (who helped me at the initial phases of this project), Val Moliere (Editor), Andrew Prince, Christine Punzo, Kirsten Rohstedt, and George Telecki. Finally, my wife, children, and relatives at home and abroad spared me

4. Time differential 5. Frequency differential GNSS L1 L2 GNSS L1 L3 GNSS L1 L5 GNSS L1 E5 etc. . . .

Proof: We prove this theorem by contradiction Assume that G is disconnected and v and u are two disconnected vertices in G Assume disG(v, u) = k + 1 > 1 and (v, v1, v2, , vk, u) is a shortest path between vertices v and u in G Clearly, all v1, v2, , vk are distinct; and among them there is at least one vi such that m(vi) = F (otherwise, v and u are connected in G ) On the other hand, the two adjacent vertices of vi, vi 1 and vi+1, are not connected in G; otherwise, (v, v1, v2, , vk, u) is not a shortest path Therefore, m(vi) = T based on the marking process This brings a contradiction.

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