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Versions: 00                                                            
TCPM                                                           J. Touch
Internet Draft                                   Independent consultant
Intended status: Informational                           April 12, 2021
Expires: October 2021



             Sequence Number Extension for Windowed Protocols
                          draft-touch-sne-00.txt


Status of this Memo

   This Internet-Draft is submitted in full conformance with the
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   This Internet-Draft will expire on October 12, 2021.

Copyright Notice

   Copyright (c) 2021 IETF Trust and the persons identified as the
   document authors. All rights reserved.

   This document is subject to BCP 78 and the IETF Trust's Legal
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   document must include Simplified BSD License text as described in
   Section 4.e of the Trust Legal Provisions and are provided without
   warranty as described in the Simplified BSD License.

Abstract

   Sliding window protocols use finite sequence numbers to determine
   segment placement and order. These sequence number spaces wrap
   around and are reused during the operation of such protocols. This
   document describes a way to extend the size of these sequence
   numbers at the endpoints to avoid the impact of that wrap and reuse
   without transmitting additional information in the packet header.
   The resulting extended sequence numbers can be used at the endpoints
   in encryption and authentication algorithms to ensure input bit
   patterns do not repeat over the lifetime of a connection.

Table of Contents


   1. Introduction...................................................2
   2. Background.....................................................3
   3. Related Discussion.............................................4
   4. Example Code...................................................5
   5. Validation Suite...............................................8
   6. Security Considerations........................................9
   7. IANA Considerations............................................9
   8. References.....................................................9
      8.1. Normative References......................................9
      8.2. Informative References....................................9
   9. Acknowledgments................................................9

1. Introduction

   Protocols use sequence numbers to maintain ordering and, in sliding
   window systems, to control the amount of outstanding unacknowledged
   information. These sequence numbers are finite and thus commonly
   wrap-around during long connections, reusing past values.

   It can be useful for protocols to keep track of this wrap-around in
   a separate counter, such that the sequence number and counter
   together form an equivalent number space that does not wrap. This
   technique was introduced as "sequence number extension" in TCP-AO
   [RFC5925]. The example provided there was intended to introduce the
   concept, but the pseudocode provided is not complete.

   This document presents the formal requirements for sequence number
   extension (SNE), a code example, and a check sequence that can be


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   used to validate this and alternate implementations. Section 2
   provides background on the concept, Section 3 discusses currently
   known uses of SNE. Section 4 provides a framework for testing SNE
   implementations, including example code for the SNE function, and
   Section 5 provides a sequence that can be used by that code for
   validation. Section 6 concludes with a discussion of security
   issues.

2. Background

   Protocols use sequence numbers to maintain message order. The
   transmitter typically increments them either once per message or by
   the length of the message. The receiver uses them to reorder
   messages and detect gaps due to inferred loss.

   Sequence numbers are represented within those messages (e.g., in the
   headers) as values of a finite, unsigned number space. This space is
   typically represented in a fixed-length bit string, whose values
   range from [0..(2^N-1)], inclusive.

   The use of finite representations has repercussions on the use of
   these values at both the transmitter and receiver. Without
   additional constraints, when the number space "wraps around", it is
   be impossible for the receiver to distinguish between the uses of
   the same value. This would defeat their use for reordering.

   As a consequence, additional constraints are required. Transmitters
   are typically required to limit reuse until they can confirm that
   receivers would successfully differentiate the two uses of the same
   value. This is accomplished by defining "forward" as values that
   advance the values by less than half the sequence number space, and
   ensuring that receivers never experience a series of values that
   violate that rule.

   We define a sequence space as follows:

   o  An unsigned integer range from 0..(2^N)-1, i.e., for N bits

   o  An operation that increments values in that space by K, where K <
      2^(N-1), i.e., less than half the range. This operation is used
      exclusively by the transmitter.

   o  An operation that compares two values in that space to determine
      their order, e.g., where X < Y implies that X comes before Y

   We assume that both sides begin with the same initial value, which
   can be anywhere in the space. That value is either assumed (e.g., 0)


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   before the protocol begins, or coordinated before other messages are
   exchanged (as with TCP Initial Sequence Numbers, i.e., ISNs
   [RFC793]). The receiver is assumed to always receive values that are
   always within 2^(N-1), i.e., half the range.

   No other operations are supported. The transmitter is not permitted
   to "backup", such that values are always used in "increment" order.
   The receiver cannot experience loss or gaps larger than 2^(N-1)-1,
   which is typically enforced either by assumption or by explicit
   endpoint coordination.

   A sequence number extension (SNE) is a separate number space that
   can be combined with the sequence number to create a larger number
   space that does not wrap around during a connection.

   On the transmit side, SNE is trivially accomplished by incrementing
   a local counter once each time the sequence number increment "wraps"
   around, or by keeping a larger local sequence number whose least-
   significant part is the message sequence number and most-significant
   part can be considered the SNE. The transmitter typically does not
   need to maintain a SNE except when used in local computations, such
   as for HMACs in TCP-AO [RFC5925].

   The goal of this document is to demonstrate that SNE can be
   accomplished on the receiver side without transmitting additional
   information in messages. It defines the stateful function
   compute_sne() as follows:

      SNE = compute_sne(seqno)

   Compute_sne() accepts the sequence number seen in a received message
   and computes the corresponding SNE. The function includes persistent
   local state that tracks the largest currently received SNE, seqno
   combination. The concatenation of SNE and seqno emulates the
   equivalent larger sequence number space that can avoid wrap around.

   Note that the function defined here is capable of receiving any
   series of seqno values and computing their correct corresponding
   SNE, as long as the series never "jumps" more than half the number
   space "backward" from the largest value seen "forward".

3. Related Discussion

   The DNS uses sequence numbers to determine when a SOE serial number
   is more recent than a previous one, even considering sequence space
   wrap [RFC1034][RFC1035]. The use of wrapped sequence numbers for



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   sliding windows in network protocols was first described as a
   sequence number space [IEN74].

   A more recent discussion describes this as "serial number
   arithmetic" and defines a comparison operator it claimed was missing
   in IEN74 [RFC1982]. That document defines two operations: addition
   (presumably shifting the window forward) and comparison (defining
   the order of two values). Addition is defined in that document as
   limited to value of 0..windowsize/2-1. Comparison is defined in that
   document by a set of equations therein, but that document does not
   provide a way for a receiver to compute the correct equivalent SNE,
   especially including the potential for sequence number reordering,
   as is demonstrated in this document.

4. Example Code

   The following C code is provided as a verified example of sequence
   number extension. The code includes both the framework used for
   validation and the compute_sne() function, the latter of which can
   be used operationally.

   A correct test will indicate "OK" for each test. An incorrect test
   will indicate "ERROR" where applicable.

   #include <stdio.h>
   #include <sys/param.h>

   #define distance(x,y)   (((x)<(y))?((y)-(x)):((x)-(y)))

   #define SNEDEBUG 1

   // This is the core code, stand-alone, to compute SNE from seqno
   // >> replace this function with your own code to test alternates
   unsigned long compute_sne(unsigned long seqno) {
       // INPUT: 32-bit unsigned sequence number (low bits)
       // OUTPUT: 32-bit unsigned SNE (high bits)

       // variables used in this code example to compute SNE:
       static unsigned long
         RCV_SNE = 0;        // high-watermark SNE
       static int
         RCV_SNE_FLAG = 1;   // set during first half rollover
                             // (prevents re-rollover)
       static unsigned long


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         RCV_PREV_SEQ = 0;   // high-watermark SEQ
       unsigned long
         holdSNE;            // temp copy of output

       holdSNE = RCV_SNE;                // use current SNE to start
       if (distance(seqno,RCV_PREV_SEQ) < 0x80000000) {
           // both in same SNE range?
           if ((seqno >= 0x80000000) && (RCV_PREV_SEQ < 0x80000000)) {
               // jumps fwd over N/2?
               RCV_SNE_FLAG = 0;         // reset wrap increment flag
           }
           RCV_PREV_SEQ = MAX(seqno,RCV_PREV_SEQ);
                                         // move prev forward if needed
       } else {
               // both in diff SNE ranges
               if (seqno < 0x80000000) {
                   // jumps forward over zero?
                   RCV_PREV_SEQ = seqno; // update prev
                   if (RCV_SNE_FLAG == 0) {
                       // first jump over zero? (wrap)
                       RCV_SNE_FLAG = 1;
                                 // set flag so we increment once
                       RCV_SNE = RCV_SNE + 1;
                                 // increment window
                       holdSNE = RCV_SNE;
                                 // use updated SNE value
                   }
               } else {
                   // jump backward over zero
                   holdSNE = RCV_SNE - 1;
                                 // use pre-rollover SNE value
               }
       }
       #ifdef SNEDEBUG
       fprintf(stderr,"state RCV_SNE_FLAG =        %1d\n",
         RCV_SNE_FLAG);
       fprintf(stderr,"state      RCV_SNE = %08lx\n", RCV_SNE);
       fprintf(stderr,"state RCV_PREV_SEQ = %08lx\n", RCV_PREV_SEQ);
       #endif
       return holdSNE;
   }


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   int main() {
       // variables used as input and output:
       unsigned long SEG_SEQ;        // input - received SEQ
       unsigned long SNE;            // output - SNE corresponding
                                     // to received SEQ

       // variables used to validate the computed SNE:
       unsigned long SEG_HIGH;       // input - xmitter side SNE
                                     // -> SNE should match this value
       unsigned long long BIG_PREV;  // prev 64-bit total seqno
       unsigned long long BIG_THIS = 0;  // current 64-bit total seqno
                                     // -> THIS, PREV should never jump
                                     //    more than half the SEQ space

       char *prompt = "Hex input (2 groups of 8 hex chars with a
   space): ";

       fprintf(stderr,"Input hex numbers only (0x is optional)\n\n");

       fprintf(stderr,"%s\n",prompt);

       while (scanf("%lx %lx",&SEG_HIGH,&SEG_SEQ) == 2) {
           BIG_PREV = BIG_THIS;
           BIG_THIS = (((unsigned long long)SEG_HIGH) << 32)
                     | ((unsigned long long)SEG_SEQ);

           // given SEG_SEQ, compute SNE
           SNE = compute_sne(SEG_SEQ);

           fprintf(stderr,"           SEG_SEQ = %08lx\n", SEG_SEQ);
           fprintf(stderr,"               SNE = %08lx\n", SNE);
           fprintf(stderr,"          SEG_HIGH = %08lx %s\n",SEG_HIGH,
                   (SEG_HIGH == SNE)? " - OK" : " - ERROR !!!!!!!");
           fprintf(stderr,"\t\tthe jump was %16llx %s %s\n",
                   distance(BIG_PREV,BIG_THIS),
                   ((BIG_PREV < BIG_THIS)?"+":"-"),
                   (((distance(BIG_PREV,BIG_THIS)) > 0x7FFFFFFF)
                    ? "ILLEGAL JUMP" : "."));
           fprintf(stderr,"\n");
           fprintf(stderr,"\n");


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           fprintf(stderr,"%s\n",prompt);

       }
   }

5. Validation Suite

   The following numbers are used to validate sequence number extension
   variants, and are shown in the order they legitimately could be
   received. Each line represents a single 64-bit number, represented
   as two hexadecimal 32-bit numbers with a space between. The numbers
   are formatted for use in the example code provided in Section 4.

   A correctly operating extended sequence number system can receive
   the least-significant half (the right side) and compute the correct
   most-significant half (the left side) correctly. It specifically
   tests both forward and backward jumps in received values that
   represent legitimate reordering.

   00000000 00000000
   00000000 30000000
   00000000 90000000
   00000000 70000000
   00000000 a0000000
   00000001 00000001
   00000000 e0000000
   00000001 00000000
   00000001 7fffffff
   00000001 00000000
   00000001 50000000
   00000001 80000000
   00000001 00000001
   00000001 40000000
   00000001 90000000
   00000001 b0000000
   00000002 0fffffff
   00000002 20000000
   00000002 90000000
   00000002 70000000
   00000002 A0000000
   00000003 00004000
   00000002 D0000000
   00000003 20000000
   00000003 90000000
   00000003 70000000


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   00000003 A0000000
   00000004 00004000
   00000003 D0000000

6. Security Considerations

   Sequence numbers and their extensions can be useful in a variety of
   security contexts. Because the extension part (most significant
   half) is determined by the previously exchanged sequence values
   (least significant half), the extension should not be considered as
   adding entropy for the purposes of message authentication or
   encryption.

7. IANA Considerations

   This document contains no IANA issues. This section should be
   removed upon publication as an RFC.

8. References

8.1. Normative References

8.2. Informative References

   [IEN74]   Plummmer, W., "Sequence Number Arithmetic," IEN 74, Sept.
             1978.

   [RFC793]  Postel, J., "Transmission Control Protocol," RFC 793,
             September 1981.

   [RFC1034] Mockapetris, P., "Domain Names - Concepts and Facilities,"
             RFC 1034, Nov. 1987.

   [RFC1035] Mockapetris, P., "Domain Names - Implementation and
             Specification," Nov. 1987.

   [RFC1982] Elz, R., Bush, R., "Serial Number Arithmetic," RFC 1982,
             Aug. 1996.

   [RFC5925] Touch, J., A. Mankin, R. Bonica, "The TCP Authentication
             Option," RFC 5925, June 2010.

9. Acknowledgments

   The need for a fix to the pseudocode in RFC5825 was first noted by
   Juhamatti Kuusisaari in April 2020.



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   This document was prepared using 2-Word-v2.0.template.dot.

Authors' Addresses

   Joe Touch
   Manhattan Beach, CA 90266 USA

   Phone: +1 (310) 560-0334
   Email: touch@strayalpha.com








































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