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<html><h4>14.2 Algorithm <cite>Multiple-precision addition</cite><a href="mpadd.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mpadd.c"> mpadd.c</a> (2,068)<hr>14.9 Algorithm <cite>Multiple-precision subtraction</cite><a href="mpsub.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mpsub.c"> mpsub.c</a> (3,710)<hr>14.12 Algorithm <cite>Multiple-precision multiplication</cite><a href="mpmul.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mpmul.c"> mpmul.c</a> (3,178)<hr>14.16 Algotithm <cite>Multiple-precision squaring</cite><a href="mpsqr.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mpsqr.c"> mpsqr.c</a> (2,813)<hr>14.20 Algorithm <cite>Multiple-precision division</cite><a href="mpdiv.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mpdiv.c"> mpdiv.c</a> (11,702) <hr>14.32 Algorithm <cite>Montgomery reduction</cite><a href="monty.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/monty.c"> monty.c</a> freelip (1,947)<hr>14.36 Algorithm <cite>Montgomery multiplication</cite><a href="montmult.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/montmult.c"> montmult.c</a> freelip (2,333)<hr>14.42 Algorithm <cite>Barrett modular reduction</cite><a href="barrett.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/barrett.c"> barrett.c</a> freelip (2,732)<hr>14.54 Algorithm <cite>Binary gcd algorithm</cite><a href="bingcd.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/bingcd.c"> bingcd.c</a> (904)<hr>14.57 Algorithm <cite>Lehmer's gcd algorithm</cite><a href="lehmer.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/lehmer.c"> lehmer.c</a> freelip (2,527)<hr>14.61 Algorithm <cite>Binary extended gcd algorithm</cite><a href="binegcd.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/binegcd.c"> binegcd.c</a> freelip (2,808)<hr>14.71 Algorithm <cite>Garner's algorithm for CRT</cite><a href="garner.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/garner.c"> garner.c</a> freelip (5,059)<hr>14.82 Algorithm <cite>Left-to-right k-ary exponentiation</cite><a href="ltrkary.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/ltrkary.c"> ltrkary.c</a> freelip (1,482)<hr>14.83 Algorithm <cite>Modified left-to-right k-ary exponentiation</cite><a href="mltrkary.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/mltrkary.c"> mltrkary.c</a> freelip (2,441)<hr>14.85 Algorithm <cite>Sliding window exponentiation</cite><a href="swindow.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/swindow.c"> swindow.c</a> freelip (2,190)<hr>14.94 Algorithm <cite>Montgomery exponentiation</cite><a href="montexpo.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/montexpo.c"> montexpo.c</a> freelip (3,032)<hr>14.98 Algorithm <cite>Addition chain exponentiation</cite><a href="addchain.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/addchain.c"> addchain.c</a> freelip (1,650)<hr>14.117 Algorithm <cite>Fixed-base comb method for exponentiation</cite><a href="fbcomb.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/fbcomb.c"> fbcomb.c</a> freelip (3,660)<hr>14.121 Algorithm <cite>Signed-digit recoding</cite><a href="sdrec.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/sdrec.c"> sdrec.c</a> freelip (960)<hr>14.130 Algorithm <cite>Exponentiation using an SR(k) representation</cite><a href="srk.c" tppabs="http://www.mindspring.com/%7Epate/crypto/chap14/srk.c"> srk.c</a> freelip (2,505)</h4></html>⌨️ 快捷键说明
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