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-rw-r--r--src/vectorproduct/gnunet-service-vectorproduct.c32
1 files changed, 16 insertions, 16 deletions
diff --git a/src/vectorproduct/gnunet-service-vectorproduct.c b/src/vectorproduct/gnunet-service-vectorproduct.c
index 1c459a335..8724af60d 100644
--- a/src/vectorproduct/gnunet-service-vectorproduct.c
+++ b/src/vectorproduct/gnunet-service-vectorproduct.c
@@ -656,15 +656,15 @@ prepare_client_end_notification (void * cls,
656 * Bob executes: 656 * Bob executes:
657 * generates the response message to be sent to alice after computing 657 * generates the response message to be sent to alice after computing
658 * the values (1), (2), S and S' 658 * the values (1), (2), S and S'
659 * (1)[]: $E_A(a_{\pi(i)}) \otimes E_A(- r_{\pi(i)} - b_{\pi(i)}) &= E_A(a_{\pi(i)} - r_{\pi(i)} - b_{\pi(i)})$ 659 * (1)[]: $E_A(a_{pi(i)}) times E_A(- r_{pi(i)} - b_{pi(i)}) &= E_A(a_{pi(i)} - r_{pi(i)} - b_{pi(i)})$
660 * (2)[]: $E_A(a_{\pi'(i)}) \otimes E_A(- r_{\pi'(i)}) &= E_A(a_{\pi'(i)} - r_{\pi'(i)})$ 660 * (2)[]: $E_A(a_{pi'(i)}) times E_A(- r_{pi'(i)}) &= E_A(a_{pi'(i)} - r_{pi'(i)})$
661 * S: $S := E_A(\sum (r_i + b_i)^2)$ 661 * S: $S := E_A(sum (r_i + b_i)^2)$
662 * S': $S' := E_A(\sum r_i^2)$ 662 * S': $S' := E_A(sum r_i^2)$
663 * 663 *
664 * @param kp (1)[]: $E_A(a_{\pi(i)}) \otimes E_A(- r_{\pi(i)} - b_{\pi(i)}) &= E_A(a_{\pi(i)} - r_{\pi(i)} - b_{\pi(i)})$ 664 * @param kp (1)[]: $E_A(a_{pi(i)}) times E_A(- r_{pi(i)} - b_{pi(i)}) &= E_A(a_{pi(i)} - r_{pi(i)} - b_{pi(i)})$
665 * @param kq (2)[]: $E_A(a_{\pi'(i)}) \otimes E_A(- r_{\pi'(i)}) &= E_A(a_{\pi'(i)} - r_{\pi'(i)})$ 665 * @param kq (2)[]: $E_A(a_{pi'(i)}) times E_A(- r_{pi'(i)}) &= E_A(a_{pi'(i)} - r_{pi'(i)})$
666 * @param s S: $S := E_A(\sum (r_i + b_i)^2)$ 666 * @param s S: $S := E_A(sum (r_i + b_i)^2)$
667 * @param stick S': $S' := E_A(\sum r_i^2)$ 667 * @param stick S': $S' := E_A(sum r_i^2)$
668 * @param request the associated requesting session with alice 668 * @param request the associated requesting session with alice
669 * @param response the associated responder session with bob's client 669 * @param response the associated responder session with bob's client
670 * @return GNUNET_SYSERR if the function was called with NULL parameters or if there was an error 670 * @return GNUNET_SYSERR if the function was called with NULL parameters or if there was an error
@@ -802,10 +802,10 @@ prepare_service_response (gcry_mpi_t * kp,
802/** 802/**
803 * executed by bob: 803 * executed by bob:
804 * compute the values 804 * compute the values
805 * (1)[]: $E_A(a_{\pi(i)}) \otimes E_A(- r_{\pi(i)} - b_{\pi(i)}) &= E_A(a_{\pi(i)} - r_{\pi(i)} - b_{\pi(i)})$ 805 * (1)[]: $E_A(a_{pi(i)}) times E_A(- r_{pi(i)} - b_{pi(i)}) &= E_A(a_{pi(i)} - r_{pi(i)} - b_{pi(i)})$
806 * (2)[]: $E_A(a_{\pi'(i)}) \otimes E_A(- r_{\pi'(i)}) &= E_A(a_{\pi'(i)} - r_{\pi'(i)})$ 806 * (2)[]: $E_A(a_{pi'(i)}) times E_A(- r_{pi'(i)}) &= E_A(a_{pi'(i)} - r_{pi'(i)})$
807 * S: $S := E_A(\sum (r_i + b_i)^2)$ 807 * S: $S := E_A(sum (r_i + b_i)^2)$
808 * S': $S' := E_A(\sum r_i^2)$ 808 * S': $S' := E_A(sum r_i^2)$
809 * 809 *
810 * @param request the requesting session + bob's requesting peer 810 * @param request the requesting session + bob's requesting peer
811 * @param response the responding session + bob's client handle 811 * @param response the responding session + bob's client handle
@@ -1439,13 +1439,13 @@ tunnel_destruction_handler (void *cls,
1439 * 1439 *
1440 * @param session - the session associated with this computation 1440 * @param session - the session associated with this computation
1441 * @param kp - (1) from the protocol definition: 1441 * @param kp - (1) from the protocol definition:
1442 * $E_A(a_{\pi(i)}) \otimes E_A(- r_{\pi(i)} - b_{\pi(i)}) &= E_A(a_{\pi(i)} - r_{\pi(i)} - b_{\pi(i)})$ 1442 * $E_A(a_{pi(i)}) times E_A(- r_{pi(i)} - b_{pi(i)}) &= E_A(a_{pi(i)} - r_{pi(i)} - b_{pi(i)})$
1443 * @param kq - (2) from the protocol definition: 1443 * @param kq - (2) from the protocol definition:
1444 * $E_A(a_{\pi'(i)}) \otimes E_A(- r_{\pi'(i)}) &= E_A(a_{\pi'(i)} - r_{\pi'(i)})$ 1444 * $E_A(a_{pi'(i)}) times E_A(- r_{pi'(i)}) &= E_A(a_{pi'(i)} - r_{pi'(i)})$
1445 * @param s - S from the protocol definition: 1445 * @param s - S from the protocol definition:
1446 * $S := E_A(\sum (r_i + b_i)^2)$ 1446 * $S := E_A(sum (r_i + b_i)^2)$
1447 * @param stick - S' from the protocol definition: 1447 * @param stick - S' from the protocol definition:
1448 * $S' := E_A(\sum r_i^2)$ 1448 * $S' := E_A(sum r_i^2)$
1449 * @return product as MPI, never NULL 1449 * @return product as MPI, never NULL
1450 */ 1450 */
1451static gcry_mpi_t 1451static gcry_mpi_t