• Gündem
  • Alışveriş
  • Finans
  • YaCevap
  • Video
  • Görsel
  • Ana Sayfa
  • İnsanlar
  • Sinema
  • Coğrafya
  • Kurum
  • Bilim
  • Aygıt
  • Müzik
  • Yazılım
  • Canlılar
  • İlaç
  • Olay
  • Gida
  • Otomobil
  • Kimyasal Bileşim
  • Hastalık
  • Diğerleri
  • Buradasın
    • Yawiki ›
    • Bilim ›

    Taylor serisi

    Matematiksel Kavram
    medium.com sitesinden görsel
    chegg.com sitesinden görsel
    math.stackexchange.com sitesinden görsel
    youtube.com sitesinden görsel
    youtube.com sitesinden görsel

    Yazeka

    Arama sonuçlarına dayanarak oluşturuldu

    Taylor serisi, bir fonksiyonun türev değerleri kullanılarak sonsuz toplam şeklinde yazılmasıdır. Adını İngiliz matematikçi Brook Taylor'dan alır ve fonksiyonların yaklaşık değerlerini hesaplamak için kullanılır.

    Maclaurin serisi, Taylor serisinin özel bir halidir ve a=0 noktasında açılır. Bu seri, fonksiyonların sayısal değerlerini bulmak veya integral/türev işlemlerini kolaylaştırmak amacıyla tercih edilir.

    Taylor serisi, analitik fonksiyonlarda fonksiyon değerine eşitken, diğer durumlarda yakınsama yarıçapına bağlı olarak farklılaşabilir. Mühendislik ve fizik gibi alanlarda yaklaşım ve hesaplama aracı olarak kullanılır.

    Daha fazla
    tr.wikipedia.org
    wikijtr.icu
    geeksforgeeks.org
    rehber.ihya.org

    Diziler ve seriler

    Fourier
    serisi
    Laurent
    serisi
    Geometric
    progression
    Taylor
    teoremi
    Faktöriyel
    Limit
    Catalan
    sayıları
    Bernoulli
    sayısı
    Mercator
    series
    Function
    series
    Tüm liste
    Yanıt, yapay zeka tarafından internetteki kaynaklara dayanarak oluşturulmuştur. Hatalar içerebilir.
    Yazeka hakkındatr.wikipedia.org
    • © 2025 Yandex
    • Gizlilik politikası
    • Kullanıcı sözleşmesi
    • Hata bildir
    • Şirket hakkında
    {"igip0":{"state":{"logoProps":{"url":"https://yandex.com.tr"},"formProps":{"action":"https://yandex.com.tr/search","searchLabel":"Bul"},"services":{"activeItemId":"yawiki","items":[{"url":"https://yandex.com.tr/gundem","title":"Gündem","id":"agenda"},{"url":"https://yandex.com.tr/shopping","title":"Alışveriş","id":"shopping"},{"url":"https://yandex.com.tr/finance","title":"Finans","id":"finance"},{"url":"https://yandex.com.tr/yacevap","title":"YaCevap","id":"answers"},{"url":"https://yandex.com.tr/video/search?text=popüler+videolar","title":"Video","id":"video"},{"url":"https://yandex.com.tr/gorsel","title":"Görsel","id":"images"}]},"userProps":{"loggedIn":false,"ariaLabel":"Menü","plus":false,"birthdayHat":false,"child":false,"isBirthdayUserId":true,"className":"PortalHeader-User"},"userIdProps":{"flag":"skin","lang":"tr","host":"yandex.com.tr","project":"yawiki","queryParams":{"utm_source":"portal-yawiki"},"retpath":"https%3A%2F%2Fyandex.com.tr%2Fyawiki%2Fscience%2Ftaylor_serisi%2F0oCglydXcxMDQ2NzAYBAH2Fys%3Ftext%3Dyawiki%26lr%3D213%26ncrnd%3D12776","tld":"com.tr"},"suggestProps":{"selectors":{"form":".HeaderForm","input":".HeaderForm-Input","submit":".HeaderForm-Submit","clear":".HeaderForm-Clear","layout":".HeaderForm-InputWrapper"},"suggestUrl":"https://yandex.com.tr/suggest/suggest-ya.cgi?show_experiment=222&show_experiment=224","deleteUrl":"https://yandex.com.tr/suggest-delete-text?srv=web&text_to_delete=","suggestPlaceholder":"Yapay zeka ile bul","platform":"desktop","hideKeyboardOnScroll":false,"additionalFormClasses":["mini-suggest_theme_tile","mini-suggest_overlay_tile","mini-suggest_expanding_yes","mini-suggest_prevent-empty_yes","mini-suggest_type-icon_yes","mini-suggest_personal_yes","mini-suggest_type-icon_yes","mini-suggest_rich_yes","mini-suggest_overlay_dark","mini-suggest_large_yes","mini-suggest_copy-fact_yes","mini-suggest_clipboard_yes","mini-suggest_turboapp_yes","mini-suggest_expanding_yes","mini-suggest_affix_yes","mini-suggest_carousel_yes","mini-suggest_traffic_yes","mini-suggest_re-request_yes","mini-suggest_source_yes","mini-suggest_favicon_yes","mini-suggest_more","mini-suggest_long-fact_yes","mini-suggest_hide-keyboard_yes","mini-suggest_clear-on-submit_yes","mini-suggest_focus-on-change_yes","mini-suggest_short-fact_yes","mini-suggest_app_yes","mini-suggest_grouping_yes","mini-suggest_entity-suggest_yes","mini-suggest_redesigned-navs_yes","mini-suggest_title-multiline_yes","mini-suggest_type-icon-wrapped_yes","mini-suggest_fulltext-highlight_yes","mini-suggest_fulltext-insert_yes","mini-suggest_lines_multi"],"counter":{"service":"yawiki_com_tr_desktop","url":"//yandex.ru/clck/jclck","timeout":300,"params":{"dtype":"stred","pid":"0","cid":"2873"}},"noSubmit":false,"formAction":"https://yandex.com.tr/search","tld":"com.tr","suggestParams":{"srv":"serp_com_tr_desktop","wiz":"TrWth","yu":"9904219691754333664","lr":213,"uil":"tr","fact":1,"v":4,"use_verified":1,"safeclick":1,"skip_clickdaemon_host":1,"rich_nav":1,"verified_nav":1,"rich_phone":1,"use_favicon":1,"nav_favicon":1,"mt_wizard":1,"history":1,"nav_text":1,"maybe_ads":1,"icon":1,"hl":1,"n":10,"portal":1,"platform":"desktop","mob":0,"extend_fw":1,"suggest_entity_desktop":"1","entity_enrichment":"1","entity_max_count":"5"},"disableWebSuggest":false},"context":{"query":"","reqid":"1754333744702567-18398263948299540235-balancer-l7leveler-kubr-yp-vla-173-BAL","lr":"213","aliceDeeplink":"{\"text\":\"yawiki\"}"},"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw01-0-1"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"header"}}}}},"type":"entitysearch","subtype":"header"},"igip1":{"state":{"links":[{"id":"main","title":"Ana Sayfa","url":"/yawiki","target":"_self"},{"id":"people","title":"İnsanlar","url":"/yawiki/people","target":"_self"},{"id":"film","title":"Sinema","url":"/yawiki/film","target":"_self"},{"id":"geography","title":"Coğrafya","url":"/yawiki/geography","target":"_self"},{"id":"organization","title":"Kurum","url":"/yawiki/organization","target":"_self"},{"id":"science","title":"Bilim","url":"/yawiki/science","target":"_self"},{"id":"device","title":"Aygıt","url":"/yawiki/device","target":"_self"},{"id":"music","title":"Müzik","url":"/yawiki/music","target":"_self"},{"id":"software","title":"Yazılım","url":"/yawiki/software","target":"_self"},{"id":"organism","title":"Canlılar","url":"/yawiki/organism","target":"_self"},{"id":"medicine","title":"İlaç","url":"/yawiki/medicine","target":"_self"},{"id":"event","title":"Olay","url":"/yawiki/event","target":"_self"},{"id":"food","title":"Gida","url":"/yawiki/food","target":"_self"},{"id":"auto","title":"Otomobil","url":"/yawiki/auto","target":"_self"},{"id":"chemical_compound","title":"Kimyasal Bileşim","url":"/yawiki/chemical_compound","target":"_self"},{"id":"disease","title":"Hastalık","url":"/yawiki/disease","target":"_self"},{"id":"others","title":"Diğerleri","url":"/yawiki/others","target":"_self"}],"activeLinkId":"science","title":"Kategoriler","baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw02-0-1"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"header-categories"}}}}},"type":"entitysearch","subtype":"header-categories"},"igip2":{"state":{"className":"YawikiEntity-Breadcrumbs","items":[{"name":"Yawiki","url":"//yandex.com.tr/yawiki"},{"name":"Bilim","url":"//yandex.com.tr/yawiki/science"}],"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw03-0-1"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"object"}}}}},"type":"entitysearch","subtype":"object"},"igip3":{"state":{"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw03-0-2"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"object"}}}}},"type":"entitysearch","subtype":"object"},"igip4":{"state":{"wideGallery":[{"image":"//avatars.mds.yandex.net/get-entity_search/10349888/1183504638/SUx182","origWidth":430,"origHeight":320,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//d2vlcm61l7u1fs.cloudfront.net/media/180/180a54ec-ecb1-4204-8378-78b2b62fd73a/php6X1AJf.png&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"chegg.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/10349888/1183504638/S600xU_2x","srcUrl":"https://www.chegg.com/homework-help/questions-and-answers/use-list-basic-taylor-series-identity-sin29-2-1-cos-20-find-taylor-series-rx-sin2-3x-based-q9771521","srcHost":"chegg.com"},{"image":"//avatars.mds.yandex.net/get-entity_search/2115007/1147225842/SUx182","origWidth":480,"origHeight":136,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//i.sstatic.net/OhIkj.png&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"math.stackexchange.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/2115007/1147225842/S600xU_2x","srcUrl":"https://math.stackexchange.com/questions/788791/how-is-the-harris-corner-detector-derived-from-a-taylor-expansion?rq=1","srcHost":"math.stackexchange.com"},{"image":"//avatars.mds.yandex.net/get-entity_search/2238866/1180251070/SUx182","origWidth":480,"origHeight":270,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//i.ytimg.com/vi/zIP_kpVvPqQ/maxresdefault.jpg%3Fsqp%3D-oaymwEmCIAKENAF8quKqQMa8AEB-AGGC4AC5AWKAgwIABABGGUgZShlMA8%3D%26amp;rs%3DAOn4CLDmHivdpUCP0va7ctTeE3riTczWHA&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"youtube.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/2238866/1180251070/S600xU_2x","srcUrl":"https://www.youtube.com/watch?v=zIP_kpVvPqQ","srcHost":"youtube.com"},{"image":"//avatars.mds.yandex.net/get-entity_search/6454749/1171531061/SUx182","origWidth":480,"origHeight":270,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//i.ytimg.com/vi/-55QChzD92w/maxresdefault.jpg&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"youtube.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/6454749/1171531061/S600xU_2x","srcUrl":"https://www.youtube.com/watch?v=-55QChzD92w","srcHost":"youtube.com"},{"image":"//avatars.mds.yandex.net/get-entity_search/1989973/1183523985/SUx182","origWidth":480,"origHeight":231,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//d2vlcm61l7u1fs.cloudfront.net/media/8bc/8bce98b0-e2b5-4024-8dae-1cda99033c78/phpa6NVC5.png&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"chegg.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/1989973/1183523985/S600xU_2x","srcUrl":"https://www.chegg.com/homework-help/questions-and-answers/b-taylor-series-0-function-f-x-1-1-x-2-isuse-series-find-taylor-series-0-function-f-x-1-1--q8032139","srcHost":"chegg.com"},{"image":"//avatars.mds.yandex.net/get-entity_search/2028178/925866820/SUx182","origWidth":480,"origHeight":270,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//i.ytimg.com/vi/Ij40rl5xzH4/maxresdefault.jpg&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"youtube.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/2028178/925866820/S600xU_2x","srcUrl":"https://www.youtube.com/watch?v=Ij40rl5xzH4","srcHost":"youtube.com"}],"mainImage":{"image":"//avatars.mds.yandex.net/get-entity_search/137430/1147887357/SUx182_2x","origWidth":381,"origHeight":320,"searchUrl":"https://yandex.com.tr/gorsel/search?rpt=simage&noreask=1&source=qa&text=Taylor+serisi+Matematiksel+Kavram&img_url=https%3A//miro.medium.com/v2/resize%3Afit%3A499/0*MDJAfWCePq4D0bFt.jpg&lr=983&json_dump=searchdata.numdocs&json_dump=searchdata.images&nomisspell=1&srcskip=IMAGESQUICK&json_dump=reqparam.tld&relev=new_family_filter_disable=1&nocache=da&no-tests=da&pron=sm_mind&pron=smm_1.0","alt":"medium.com sitesinden görsel","largeImage":"//avatars.mds.yandex.net/get-entity_search/137430/1147887357/S600xU_2x","srcUrl":"https://medium.com/@sddkal/python-trigonometrik-fonksiyonlar-için-taylor-açılımı-205b7eb1378b","srcHost":"medium.com"},"imagesLink":"//yandex.com.tr/gorsel/search?text=Taylor%20serisi&stype=image&lr=213&parent-reqid=1754333744702567-18398263948299540235-balancer-l7leveler-kubr-yp-vla-173-BAL","name":"gallery","initialWidth":536,"height":226,"wrapInItem":false,"logParams":{"trailer":{},"poster":{}},"contextJsSrc":"//yandex.ru/ads/system/context.js","baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw03-0-4"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"object"}}}}},"type":"entitysearch","subtype":"object"},"igip5":{"state":{"title":{"search_request":"Taylor serisi diziler ve seriler","entref":"0oEhJydXcxMDQ2NzA6Y3VzdG9tOjAYBHoSRGl6aWxlciB2ZSBzZXJpbGVy6uuicQ","text":"Diziler ve seriler","url":"//yandex.com.tr/search?text=Taylor%20serisi%20diziler%20ve%20seriler&noreask=1&ento=0oEhJydXcxMDQ2NzA6Y3VzdG9tOjAYBHoSRGl6aWxlciB2ZSBzZXJpbGVy6uuicQ"},"logAttrs":{"subtype":"upper"},"items":[{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/5509992/1140504875/S88x88Smart_2x","placeholder":"#BBB7B9","hover":{"type":"fade"}},"url":"/yawiki/science/fourier_serisi/0oCgdydXc1MzQ5GATnUWHz","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw5349"},"index":0},"title":{"text":"Fourier serisi","lines":2,"maxLettersPerLine":9},"tooltipText":"Fourier serisi"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/2304191/1185778246/S88x88Smart_2x","placeholder":"#FEFEFD","hover":{"type":"fade"}},"url":"/yawiki/science/laurent_serisi/0oCglydXcxNjA4MDIYBKT_EF8","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw160802"},"index":1},"title":{"text":"Laurent serisi","lines":2,"maxLettersPerLine":9},"tooltipText":"Laurent serisi"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/65262/117305879/S88x88Smart_2x","placeholder":"#000000","hover":{"type":"fade"}},"url":"/yawiki/science/geometric_progression/0oCghydXcyOTYxMxgEbt24wQ","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw29613"},"index":2},"title":{"text":"Geometric progression","lines":2,"maxLettersPerLine":9},"tooltipText":"Geometric progression"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/2057179/1184049439/S88x88Smart_2x","placeholder":"#946C64","hover":{"type":"fade"}},"url":"/yawiki/science/taylor_teoremi/0oCgpydXczNDI4NDgyGAS5IQvQ","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw3428482"},"index":3},"title":{"text":"Taylor teoremi","lines":2,"maxLettersPerLine":9},"tooltipText":"Taylor teoremi"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/5104408/1087318371/S88x88Smart_2x","placeholder":"#B3E2CC","hover":{"type":"fade"}},"url":"/yawiki/science/fakt%C3%B6riyel/0oCghydXcxMzUwORgEsxlKBA","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw13509"},"index":4},"title":{"text":"Faktöriyel","lines":2,"maxLettersPerLine":9},"tooltipText":"Faktöriyel"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/10105370/1182851131/S88x88Smart_2x","placeholder":"#FEFEFE","hover":{"type":"fade"}},"url":"/yawiki/science/limit/0oCglydXcyNTk0MjYYBNYi3xM","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw259426"},"index":5},"title":{"text":"Limit","lines":2,"maxLettersPerLine":9},"tooltipText":"Limit"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/2115421/1180366592/S88x88Smart_2x","placeholder":"#FAFAF7","hover":{"type":"fade"}},"url":"/yawiki/science/catalan_say%C4%B1lar%C4%B1/0oCghydXc0NzExMxgEBapPOQ","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw47113"},"index":6},"title":{"text":"Catalan sayıları","lines":2,"maxLettersPerLine":9},"tooltipText":"Catalan sayıları"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/1667736/1181166801/S88x88_2x","placeholder":"#FEFEFE","hover":{"type":"fade"}},"url":"/yawiki/science/bernoulli_say%C4%B1s%C4%B1/0oCghydXc4MDE0NxgEOdI9EQ","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw80147"},"index":7},"title":{"text":"Bernoulli sayısı","lines":2,"maxLettersPerLine":9},"tooltipText":"Bernoulli sayısı"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/1530989/375773969/S88x88Smart_2x","placeholder":"#FFFFFF","hover":{"type":"fade"}},"url":"//yandex.com.tr/search?text=Mercator%20series&noreask=1&ento=0oCgpydXc3ODg5ODc0EhJydXcxMDQ2NzA6Y3VzdG9tOjAYBHoSRGl6aWxlciB2ZSBzZXJpbGVyQtGvZw","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw7889874"},"index":8},"title":{"text":"Mercator series","lines":2,"maxLettersPerLine":9},"tooltipText":"Mercator series"},{"thumb":{"width":88,"height":88,"image":"//avatars.mds.yandex.net/get-entity_search/61037/164078915/S88x88Smart_2x","placeholder":"#F2F1F1","hover":{"type":"fade"}},"url":"//yandex.com.tr/search?text=Function%20series&noreask=1&ento=0oCgpydXcxMjY3NTE2EhJydXcxMDQ2NzA6Y3VzdG9tOjAYBHoSRGl6aWxlciB2ZSBzZXJpbGVy26_pHQ","logNodeAttrs":{"externalId":{"entity":"entity-collection","id":"ruw1267516"},"index":9},"title":{"text":"Function series","lines":2,"maxLettersPerLine":9},"tooltipText":"Function series"}],"list":{"scroller":{"arrowsAlignHeight":88},"type":"upper"},"more":{"text":"Tüm liste","logNode":{"name":"more","attrs":{"id":"ruw104670:custom:0","type":"custom:0"}},"height":88,"url":"//yandex.com.tr/search?text=Taylor%20serisi%20diziler%20ve%20seriler&noreask=1&ento=0oEhJydXcxMDQ2NzA6Y3VzdG9tOjAYBHoSRGl6aWxlciB2ZSBzZXJpbGVy6uuicQ"},"lazyLimit":6,"wrapInItem":false,"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw03-0-6"},"ui":"desktop","service":"yawiki","fast":{"name":"entitysearch","subtype":"object"}}}}},"type":"entitysearch","subtype":"object"},"igip6":{"state":{"generalLinks":[{"id":"privacy-policy","text":"Gizlilik politikası","url":"https://yandex.com.tr/legal/privacy_policy/"},{"id":"terms-of-service","text":"Kullanıcı sözleşmesi","url":"https://yandex.com.tr/legal/tos/"},{"id":"report-error","text":"Hata bildir","url":"https://forms.yandex.com.tr/surveys/13748122.01a6645a1ef15703c9b82a7b6c521932ddc0e3f7/"},{"id":"about-company","text":"Şirket hakkında","url":"https://yandex.com.tr/project/portal/contacts/"}],"copyright":{"url":"https://yandex.com.tr","currentYear":2025},"socialLinks":[{"type":"tiktok","url":"https://redirect.appmetrica.yandex.com/serve/677728751613663494","title":"TikTok"},{"url":"https://redirect.appmetrica.yandex.com/serve/173325632992778150","type":"youtube","title":"Youtube"},{"url":"https://redirect.appmetrica.yandex.com/serve/677728793472889615","type":"facebook","title":"Facebook"},{"url":"https://redirect.appmetrica.yandex.com/serve/1182131906657966033","type":"instagram","title":"Instagram"},{"url":"https://redirect.appmetrica.yandex.com/serve/893945194569821080","type":"x","title":"X"}],"categoriesLink":[],"baobab":{"parentNode":{"context":{"genInfo":{"prefix":"igipw04-0-1"},"ui":"desktop","service":"yawiki","fast":{"name":"portal","subtype":"footer"}}}}},"type":"portal","subtype":"footer"}}