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For instance, by calculating an SKEYID based on the shared key and then using this SKEYID, the peer signs some information known by the other party For pre-shared key authentica SKEYID is calculated as below: SKEYID = prf(preshared_key, (Ni | Nr)) The signature provided by initiator is called HASH_I HASH_I = prf(SKEYID, (g^xi | g^xr | CKY_I | CKY_R | SAi | IDii)) where IDii stands for the identity of ISAKMP initiator The signature provided by the responder is called HASH_R and calculated as follows HASH_R = prf(SKEYID, (g^xr | g^xi | CKY_R | CKY_I | SAi | IDir)) where IDir stands for the identity of ISAKMP responder.

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As we saw, the initiator and the responder each calculate the SKEYID based on the shared secret and by sending their respective HASH value to the other party during the authentication exchange (messages 5 and 6 of main mode) they provide adequate proof for authentication The SKEYID_e that is derived from SKEYID (see previous section) is used to protect this IKE exchange A note is now in order: an observant reader might have already noticed, both HASH_I and HASH_R use the SAi in their calculation We believe that this was an unfortunate typing error in specification (HASH_R should be calculated using the SA of the responder, SAr), but IETF decided not to correct the error to preserve RFC-compliant implementations IKE authentication using pre-shared keys has two problems: scalability and lookup key issues.

On the movement of robot arms in 2-dimensional bounded regions In Proceedings, 20th IEEE Symposium on Foundations of Computer Science, Chicago, November 1982 u 21 C O D nlaing, M Sharir and C Yap Retraction: A new approach to motion planning In 15th ACM Symposium on the Theory of Computing, Boston, MA, 1983 22 T Lozano-P rez Automatic planning of manupulator transfer movements IEEE e Transactions on Systems, Man, and Cybernetics SMC-11(10):681 698, 1981 23 J O Rourke Convex hulls, Voronoi diagrams, and terrain navigation In Proceedings of the Pecora IX Remote Sensing Symposium, Sioux Falls, SD, 1984 24 D Pieper The kinematics of manipulators under computer control PhD thesis, Mechanical Engineering Department, Stanford University, 1972 25 S Udupa Collision detection and avoidance in computer controlled manipulators In Proceedings of 5th Joint International Conference on Arti cial Intelligence, Cambridge, MA, 1977 26 B Faverjon.

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The scalability and administration problems stems from the fact that a node that engages in IKE exchanges with N parties requires N 1 passwords The second problem arises from the fact that the password is used to calculate the SKEYID and the SKEYID_e, used for encryption of authentication exchange of phase 1Related: EAN-13 Generating NET , NET EAN 128 Generating , Generate UPC-A NET.

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Obstacle avoidance using an octree in the con guration space of a manipulator In Proceedings of the IEEE International Conference on Robotics and Automation, Atlanta, GA, March 1984 27 T Lozano-P rez and M Wesley An algorithm for planning collision-free paths e among polyhedral obstacles Communications of the ACM 22:560 570, 1979 28 H Moravec The Stanford cart and the CMU rover Proceedings of the IEEE 71(7):872 874, July 1983 29 R Brooks Solving the nd-path problem by good representation of free space IEEE Transactions on Systems, Man, and Cybernetics, 13(3):190 197, 1983 30 T Binford Visual perception by computer In Proc IEEE International Conference Systems, Science, and Cybernetics, Miami, FL, 1971 31 R Paul Modeling trajectory calculation and servoying of a computer controlled arm PhD thesis, Stanford University, 1972 32 J Canny A new algebraic method for robot motion planning and real geometry.

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In Proceedings of the 28th IEEE Symposium on Foundations of Computer Science, Los Angeles, CA, 1987 33 L Meijdam and A de Zeeuw On expectations, information, and dynamic game equilibria In Dynamic Games and Applications in Economics, T Basar, ed, Springer-Verlag, New York, 1986 Maker In Visual C# Using Barcode generation for NET NET framework Control to generate, create EAN13 image in NET pplicationsRelated: .

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