Қадимги шифрлаш услублари ҳар-хил жадвалларга асосланган бўлиб, бу жадваллар маълумотлар матнидаги алифбо белгиларининг маълум тартибдаги ўрин алмаштиришларини ифодаловчи оддий амаллардан иборат бўлган. Бунда калит вазифасини жадвалнинг ўлчами, алифбо белгиларининг алмаштирилишини таминловчи бирор аниқ жумла ёки жадвалнинг ўрин алмаштиришларини тартибловчи алоҳидалик хусусияти ва шу кабилар ўтаган.
Мисол учун, АНГЛАШИЛМОВЧИЛИК ТУШИНАРСИЗЛИККА ОЛИБ КЕЛДИ жумла устунларининг сони 5 та ва сатрларининг сони 8 та бўлган жадвалнинг устунлари бўйича ёзиб чиқилса, сўнгра шу жадвалнинг сатрлари бўйича гуруҳланса:
А М Т И Л, Н О У З И, Г В Ш Л Б, Л Ч И И К, А И Н К Е, Ш Л А К Л, И И Р А Д, Л К С О И каби шифрланган сўзлар ҳосил бўлади. Маълумотларни шифрлаб муҳофаза қилишнинг турли мақсадларда қўлланиб ривожланиб бориши, шифрлаш услубларининг фойдаланувчилар томонидан алоқа тармоқларида қўллаш учун қулай бўлишини талаб қилиниши билан бирга, унинг бардошлилигига бўлган талабнинг ҳам кучайишига олиб келди. XIX асрда алоқа коммуникацияларининг ривожланиб бориши, табиий равишда, шифрлаш жараёнларини автоматлаштирилишини талаб эта бошлади. Телеграф алоқа тизимлари вужудга келди ва улар ҳам, ўз навбатида, маълумотларни шифрлашни талаб эта бошлади. Махсус ғилдирак кўринишидаги, сонли шифрлаш қурилмаси 1790 йилда Америка қўшма Штатларининг (АҚШ) давлат котиби, кейинчалик эса АҚШнинг учинчи Президенти Томас Жефферсон томонидан яратилган ва шунга ўхшаш сонли шифрлаш қурилмалари иккинчи жаҳон уруши йилларидан кейин ҳам АҚШ қуролли кучларида қўлланилиб келинган. Бундай қурилмаларнинг ишлаши, етарли даражада узун берилган калит бўйича маълумотлар матнини кўп алифболи алмаштиришга асосланган бўлиб, арифмометрнинг ишлаш асосларига ўхшашдир. Калитнинг (даврий) узунлиги шифрлаш қурилмасининг махсус ғилдиракларини бир марта тўла айланишларининг умумий даври билан аниқланади. Масалан, мос ҳолда 13, 15, 17, ва 19 даврий айланишларга эга бўлган махсус тўртта ғилдиракли қурилма 62985 (даврий) узунликка эга бўлган калитни беради. Яъни, қурилма ғилдираклари бирор аниқ ҳолатда турган бўлса, мана шу ҳолатга қайтадан кетма-кет 1-ғилдиракни 13 марта, 2-ғилдиракни 15 марта, 3-ғилдиракни 17 марта, 4-ғилдиракни 19 марта айлантириш билан эришилади.
Ҳозирги замон криптографик машиналари асосини, 1917 йилда Эдвард Хеберн томонидан яратилган, «Enigma - Энигма» («Жумбоқ» маъносини англатувчи) деб аталувчи роторли криптографик машинанинг ишлаш тамойиллари ташкил этади.
«Энигма» машиналарининг саноат наъмуналари Siemens фирмаси томонидан ишлаб чиқилиб, дастлаб битта ўққа ўрнатилган тўртта айланувчи ғилдиракдан иборат бўлиб, бирор аниқ ҳолатнинг, оддий алмаштиришлар ёрдамида, миллиондан ортиқ шифрланган ҳолатини олиш имконини берган. Ҳар бир ғилдиракнинг иккала томонида 25 тадан (лотин алифбосининг белгилари (ҳарфлари) сонича) электр боғланиш тугунлари жойлашган бўлиб, ғилдираклар айланганда электр боғланиш импульслари рўй бериб, ҳарфларнинг алмашув жараёни юзага келади. Шифрлаш жараёни бошланиши олдидан ғилдираклар калитни белгиловчи сўзни аниқлаш ҳолатига ўрнатилади. Алифбо ҳарфларини белгиларини бошқа белгилар билан алмаштириб шифрлаш жараёни, шифрланиши керак бўлган белгининг тугмачаларини босиш натижасида амалга оширилган. Бунда шифрланиши керак бўлган белгининг тугмачаларини босиш натижасида, аввал 1-ғилдирак, сўнгра 2-ғилдирак бир қадамга бурилган ва ҳоказо. Натижада, калитнинг узунлиги очиқ матн узунлигига нисбатан узун бўлган. Масалан, чап ва ўнг томондаги ғилдиракларнинг U белгисига мос келувчи электр боғланиш тугунлари ғилдиракларнинг бошқа томонидаги F белгига мос келувчи электр боғланиш тугунлари билан боғланган. Агар ғилдирак бир қадамга бурилса, бу ҳолат U белгидан кейинги V белгини F белгидан кейинги G белгига алмаштириш жараёнини ифодалайди. Тўрт ғилдиракли криптографик машиналарда алифбо белгиларини шифрлаш жараёнида ҳамма белги ҳар бир ғилдиракда ўзгариш жараёнидан ўтиб, тўрт карра шифрланади. Дешифрлаш жараёнини мураккаблаштириш мақсадида ғилдиракларнинг ўрни вақти-вақти билан алмаштирилиб турилган. Кейинчалик эса ғилдиракларнинг сони 5 ва 6 тага кўпайтирилиб, уларнинг ҳаракатининг маълум маънода тартибсиз бўлиши таъминланган. Бу қурилманинг ҳажми катта бўлмаганлиги ҳамда ундан фойдаланиш мураккаб эмаслиги сабабли, оддий алоқа хизматчилари ҳам ишлата олганлар. Шу даврга келиб, маълумотларни ишончли шифрлаш масаласи тўла ҳал қилингандек эди. Лекин, Англия криптографик хизматининг хизматчилари Лондондан 80 км шимолда жойлашган «Блетчли Боғ» қароргоҳида иккинчи жаҳон уруши йиллари давомида немислар шифрмаълумотларини ўқиб боришга муваффақ бўлганлар. Бунга Польша разведка хизмати томонидан 1939 йилда қўлга киритилган «Энигма» криптографик машинасининг чизмалари асос бўлди. Гитлерчиларнинг Польшага хужумидан сўнг машина чизмалари Англиянинг тегишли хизмат ташкилотларига берилди. Тез орада, Англия криптотаҳлил хизмати ходимлари, «Энигма» машинасининг шифрлаш калитини билиш учун, машина махсус ғилдиракларидаги электр боғланиш тугунларининг схемасини билиш кераклигини аниқладилар. Шундан сўнг, «Энигма» машинасининг қурилма наъмунасини қўлга киритиш учун ҳаракатлар бошланди. Биринчи намунани Германиянинг жанубийшарқий қисмида жойлашган заводдан олинишига эришилди, иккинчиси Норвегия ҳаво ҳудудларида уриб туширилган немис ҳужумчи самолётларидан, учинчиси эса Франция учун бўлган жангларда аср тушган немис ҳарбий алоқачи аскаридан олинган. Кейинги намуналар эса ғоввослар махсус қисмлари томонидан немис сув ости кемаларидан олинган. 1942 йилда Алан Тьюринг томонидан махсус электрон ҳисоблаш машинаси яратилгунга қадар, «Энигма» шифрларини дешифрлаш анча мураккаб бўлди. Алан Тьюрингнинг дешифрлаш учун махсус яратган ва «Колосс» деб номланган ушбу машинаси инсоният дунёсида биринчи тез ишловчи электрон ҳисоблаш машинаси (ЭҲМ) эди. Шундан сўнг Англия криптотаҳлилчилари, намуналари олинган «Энигма» машиналарининг ғилдиракларидан фойдаланиб, қисқа вақт ичида мумкин бўлган барча калитларни танлаб чиқиб, дешифрлаш масаласини ҳал эта бошладилар. Немислар эса дешифрлашда ЭҲМнинг қўлланилишини ҳисобга олмаган эдилар. Шуни ҳам айтиб ўтиш керакки, 1930 йилда немис криптотаҳлилчиси Георг Шредернинг «Энигма» криптографик машинасининг шифрлаш услубига ишончсизлик билдириб келтирган далиллари кўпчилик масъул мутахассислар назаридан четда қолган. 1926 йилда Америка телефон ва телеграф компанияларидан бирининг маҳандиси Г.С. Вернам ўзининг иккилик саноқ тизимси асосида яратган шифрлаш алгоритмини эълон қилди .
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)
Вернамнинг шифрлаш алгоритми Цезарнинг шифрлаш алгоритмига ўхшаш бўлиб, у қуйидаги y=xz, (1.1) тенглама билан ифодаланади ва бунда x, y, z ўзгарувчилар иккилик саноқ тизимси алифболарида қийматлар қабул қилади, белги эса 2 модуль бўйича қўшиш амалини билдиради, яъни:
00=0, 01=1, 10=1, 11=0
Бу алгоритмнинг моҳияти дешифлаш калитининг фақат бир марта ишлатилишига асосланган бўлиб, бунда шифрлаш ҳар сафар янги тасодифий битлардан иборат калит билан амалга оширилади. Бундай шифрлаш услубидан кўриниб турибдики, шифрлаш ва дешифрлаш учун очиқ матн узунлиги билан тенг бўлган битта калитдан фойдаланилади, ҳамда бу калитнинг фойдаланувчига муҳофазаланган алоқа канали орқали узатилиши талаб этилади. Бундан ташқари, шу усул билан шифрланган матнни дешифрлаш имконияти мураккаб бўлиб, бу унингмуаллифи Г.С. Вернам томонидан ҳам таъкидлаган бўлсада, исботи келтирмаган. Криптология соҳасидаги илмий ишларнинг муаллифлари, 1949 йилгача бўлган даврни қатъий исботсиз - фақат интуиция ва «ишончга» асосланган - илмий асосланмаган криптология даври, деб атайдилар. Таъкидлаб ўтиш жоизки, Англия криптология хизмати иккинчи жаҳон уруши йиллари даврида математиклар криптологиянинг ривожланишига ўзларининг катта ҳиссаларини қўшишлари мумкинлигига иқрор бўлдилар. Алан Тьюринг ҳам криптология хизмати мутахассисларидан бири бўлган. К.Э. Шенноннинг 1949 йилда чоп этилган «Махфий тизимларда алоқа назарияси» , деб номланган илмий мақоласи илмий асосланган махфий калитли криптография даврини бошлаб берди. Шеннон ўзининг электротехника ва математикага оид билимларидан келиб чиқиб, махфий алоқа тизими назариясининг асосини 1948 йилда эълон қилинган – ахборотлар назариясига бағишланган илмий мақоласи асосида яратди.
Шеннон ўзининг бу илмий мақолаларида Вернам услубида шифрлашнинг ишончлилиги даражасига тўхталиб, дешифрлаш максимал мураккабликка эгалигини, ҳамда шу услубда шифрлашдан фойдаланувчига махфий алоқа канали орқали узатиладиган махфий калит ҳажми (узунлиги) учун аниқ қуйи чегаранинг қандай бўлишини илмий асосда исботлаб берди Шенноннинг 1948 йилда эълон қилинган илмий мақоласи криптология соҳасидаги илмий мақолаларнинг пайдо бўлишига олиб келди. Унинг томонидан 1948-1949 йилларда эълон қилинган илмий мақолалари катта аҳамиятли бўлсада, криптология соҳасидаги илмий мақолаларнинг сезиларли кўпайишига олиб келмади. Бунга сабаб, эҳтимолки, Шенноннинг махфий тизимларда алоқа назариясининг махфий калитга асослангани бўлиб, махфий калитни фойдаланувчига етказиш масалалари ечимининг мураккаблиги билан боғлиқлигидадир. 1976 йилда У. Диффи ва М.Е. Хеллманнинг «Криптографияда янги йуналиш», деб номланган мақоласининг эълон қилиниши шу соҳадаги очиқ илмий ишлар ривожининг жуда юқори поғонага кўтарилишига сабаб бўлди. Улар ушбу ишлари орқали, махфий алоқа тизимларида маълумотларни шифрлаш ва дешифрлашда махфий калитнинг тизим фойдаланувчилари орасида махсус муҳофазаланган алоқа канали орқали узатилиши ва қабул қилинишига ҳожат бўлмайдиган илмий-амалий услуб асосларини яратиб, бугунги кунда ҳам ривожланиб ва долзарблашиб бораётган очиқ (махфий бўлмаган) калитли криптография даврини бошлаб бердилар. Таъкидлаб ўтиш жоизки, Р. К. Мерклининг У. Диффи ва М.Е. Хеллманга боғлиқ бўлмаган ҳолда, лекин улар билан деярли бир пайтда бошқа илмий журналга берган мақоласида ҳам маълумотларни очиқ калитли шифрлаш ғоясининг асослари келтирилган. Аммо Р. К. Меркли мақоласининг нашриётда узоқ вақт эълон қилинмай тўхтаб қолиши, уни муаллифлик ҳуқуқидан деярли маҳрум этди.