Asymptotic curve, Asymptotic decider, Natural density

Ymunƙarar asymptotic: A cikin yanayin yanayin yanayi daban-daban, ƙirar mara asymptotic ita ce mai lankwasawa koyaushe zuwa ga yanayin ɓacin rai na farfajiyar. Wani lokacin ana kiran sa layin asymptotic , kodayake baya buƙatar layi.
Mai yanke shawara na asymptotic: A cikin hangen nesa na kimiyya yanke shawarar asymptotic shine algorithm wanda Nielson da Hamann suka kirkira a cikin 1991 wanda ke ƙirƙirar filaye daga filin sikanda aka bayar. An gabatar da shi azaman ci gaba ga tsarin tafiyar cubes algorithm, wanda zai iya samar da wasu 'munanan' topology, amma kuma ana iya ɗaukar saƙo a cikin hakkinsa.
Tsarin halitta: A ka'idar lamba, yawan halitta hanya daya ce don auna yadda "manyan" rukuni na jerin lambobin halitta yake. Ya dogara ne akan yiwuwar haɗuwa da membobin rukunin da ake so yayin haɗuwa ta hanyar tazara [1, n ] yayin da n yayi girma.
Tsarin girman jiki: A cikin tsarin lissafi, girman sifa mai fa'idar sararin samaniya sigar analog ce mai girman sifa ta girman Lebesgue. An gabatar da ra'ayi na sifa mai tsinkaye Mikhail Gromov na a cikin 1993 monograph Asymptotic invariants na ƙungiyoyi marasa iyaka a cikin mahallin ka'idar ƙungiyar lissafi, a matsayin aan ƙarancin-isometry mara iyaka ga ƙungiyoyi masu ƙarancin ƙarfi. Kamar yadda Guoliang Yu ya nuna, groupsungiyoyin da aka ƙayyade na ƙayyadaddun nau'ikan homotopy tare da iyakoki masu girman gaske suna gamsar da tunanin Novikov. Girman asymptotic yana da aikace-aikace masu mahimmanci a cikin nazarin lissafi da ka'idar fihirisa.
Ymunƙarar asymptotic: A cikin yanayin yanayin yanayi daban-daban, ƙirar mara asymptotic ita ce mai lankwasawa koyaushe zuwa ga yanayin ɓacin rai na farfajiyar. Wani lokacin ana kiran sa layin asymptotic , kodayake baya buƙatar layi.
Rarraba asymptotic: A cikin ilimin lissafi da lissafi, rarraba asymptotic shine yiwuwar rarrabawa wanda yake ta wata hanyar ce "iyakance" rarraba jerin abubuwan rarrabawa. Ofaya daga cikin mahimman abubuwan amfani da ra'ayin rarraba asymptotic shine samar da ƙididdiga ga ayyukan rarraba ƙididdigar masu ƙididdigar lissafi.
Inganci (ƙididdiga): A cikin kwatancen hanyoyin lissafi daban-daban, inganci shine ma'aunin ingancin mai kimantawa, na ƙirar gwaji, ko na tsarin gwajin hasashe. Ainihi, mai kimantawa mafi inganci, gwaji, ko gwaji yana buƙatar ƙarancin lura fiye da wanda bai dace ba don cimma aikin da aka bayar. Wannan labarin yana magana ne da ƙimar masu kimantawa.
Bayes mai kimantawa: A ka'idar kimantawa da ka'idar yanke shawara, mai ƙididdigar Bayes ko aikin Bayes ƙididdiga ne ko ƙa'idar yanke shawara wanda ke rage girman darajar da ake tsammani na baya na aikin asara. Daidaitawa, yana haɓaka tsammanin baya na aikin mai amfani. Wata hanya ta daban don ƙirƙirar mai kimantawa tsakanin ƙididdigar Bayeshiya shine kimantawa na ƙarshe.
Asymptotic kayan gida: A cikin ka'idar bayani, kayan aikin asymptotic ( AEP ) babban kayan ƙasa ne na samfuran samfuran tushe. Yana da mahimmanci ga asalin tsarin saiti wanda aka yi amfani dashi a cikin maganganun matse bayanai.
Asymptotic kayan gida: A cikin ka'idar bayani, kayan aikin asymptotic ( AEP ) babban kayan ƙasa ne na samfuran samfuran tushe. Yana da mahimmanci ga asalin tsarin saiti wanda aka yi amfani dashi a cikin maganganun matse bayanai.
Asymptotic kayan gida: A cikin ka'idar bayani, kayan aikin asymptotic ( AEP ) babban kayan ƙasa ne na samfuran samfuran tushe. Yana da mahimmanci ga asalin tsarin saiti wanda aka yi amfani dashi a cikin maganganun matse bayanai.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Asymptotically lebur spacetime: Matsakaicin lokaci madaidaiciya wani yanki ne na Lorentzian wanda a cikin magana, a yadda yake magana, lankwasawa ya ɓace a nesa mai nisa daga wasu yankuna, ta yadda a nesa mai nisa, yanayin lissafin ya zama ba shi da bambanci da na lokacin Minkowski.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Freedomancin asymptotic: A cikin kimiyyar lissafi, 'yanci na asymptotic wata dukiya ce ta wasu ma'aunai masu auna ra'ayi wanda ke haifar da cudanya tsakanin kwayoyi su zama marasa karfi yayin da sikelin kuzari ya karu kuma sikelin daidai yake raguwa.
Asymptote: A nazari lissafi, wani asymptote na kwana ne a layin irin wannan cewa nesa tsakanin kwana da layin ta halarci sifili matsayin daya ko biyu daga cikin x ko y tsarawa o ƙarin tabbatar da rashin iyaka. A cikin yanayin lissafi da kuma mahallin da ke da alaƙa, mahimmin alamar lanƙwasa layi ne wanda yake da mahimmanci ga ƙirar a wani wuri a rashin iyaka.
Samfurin riba na asymptotic: Samfurin riba na asymptotic wakilci ne na riba na masu kara karfin amfanarwa wanda aka bayar ta hanyar alakar asymptotic:
Asymptotic babban reshe: Babban reshen asymptotic (AGB) yanki ne na hoto na Hertzsprung – Russell wanda ke tattare da ingantattun taurari masu haske. Wannan wani zamani ne na tauraruwar tauraruwa da dukkanin taurari masu ƙasƙanci zuwa tsaka-tsakin kewayo a ƙarshen rayuwarsu.
Asymptotic babban reshe: Babban reshen asymptotic (AGB) yanki ne na hoto na Hertzsprung – Russell wanda ke tattare da ingantattun taurari masu haske. Wannan wani zamani ne na tauraruwar tauraruwa da dukkanin taurari masu ƙasƙanci zuwa tsaka-tsakin kewayo a ƙarshen rayuwarsu.
Asymptotic babban reshe: Babban reshen asymptotic (AGB) yanki ne na hoto na Hertzsprung – Russell wanda ke tattare da ingantattun taurari masu haske. Wannan wani zamani ne na tauraruwar tauraruwa da dukkanin taurari masu ƙasƙanci zuwa tsaka-tsakin kewayo a ƙarshen rayuwarsu.
Asymptotic babban reshe: Babban reshen asymptotic (AGB) yanki ne na hoto na Hertzsprung – Russell wanda ke tattare da ingantattun taurari masu haske. Wannan wani zamani ne na tauraruwar tauraruwa da dukkanin taurari masu ƙasƙanci zuwa tsaka-tsakin kewayo a ƙarshen rayuwarsu.
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Haɗaɗɗen asymptotic: A ilimin lissafi da kimiyyar lissafi, hadewa hanya ce ta nazarin daidaiton bambancin daidaito tare da hanzari masu hada karfi, kamar
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Ymunƙarar asymptotic: A cikin yanayin yanayin yanayi daban-daban, ƙirar mara asymptotic ita ce mai lankwasawa koyaushe zuwa ga yanayin ɓacin rai na farfajiyar. Wani lokacin ana kiran sa layin asymptotic , kodayake baya buƙatar layi.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Rarraba asymptotic: A cikin ilimin lissafi da lissafi, rarraba asymptotic shine yiwuwar rarrabawa wanda yake ta wata hanyar ce "iyakance" rarraba jerin abubuwan rarrabawa. Ofaya daga cikin mahimman abubuwan amfani da ra'ayin rarraba asymptotic shine samar da ƙididdiga ga ayyukan rarraba ƙididdigar masu ƙididdigar lissafi.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Asymptotically mafi kyau duka algorithm: A cikin kimiyyar kwamfuta, wani algorithm ana cewa ya zama mafi kyau duka asymptotically idan, kamar yadda ake magana, ga manyan abubuwan shigarwa suna aikatawa a mafi munin yanayin da yafi muni da mafi kyawun tsarin algorithm. Lokaci ne da ake yawan ci karo dashi a cikin binciken kimiyyar kwamfuta sakamakon amfani da sanarwa mai girma ta O.
Inganci (ƙididdiga): A cikin kwatancen hanyoyin lissafi daban-daban, inganci shine ma'aunin ingancin mai kimantawa, na ƙirar gwaji, ko na tsarin gwajin hasashe. Ainihi, mai kimantawa mafi inganci, gwaji, ko gwaji yana buƙatar ƙarancin lura fiye da wanda bai dace ba don cimma aikin da aka bayar. Wannan labarin yana magana ne da ƙimar masu kimantawa.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Tsaron asymptotic a cikin jimla mai nauyi: Tsaron asymptotic ra'ayi ne a cikin ka'idar filin jimla wanda ke nufin gano daidaitattun ka'idojin jimla na filin gravitational. Maɓallin keɓaɓɓen maɓallin keɓaɓɓen ma'anar rukunin sake sauya tsarin koyarwa wanda ke sarrafa halayyar haɗin haɗuwa a cikin tsarin mulkin ultraviolet (UV) kuma yana ba da adadi na zahiri cikin aminci daga bambancin. Kodayake Steven Weinberg ne ya kirkireshi tun asali don samo ka'idar karfin jimla, amma tunanin wani tsayayyen wuri wanda zai bada damar kammalawar UV ana iya amfani dashi ga sauran ra'ayoyin filin, musamman wadanda ba za'a iya gane su ba. Ta wannan fuskar, yayi kama da ƙananan abubuwa.
Tsaron asymptotic a cikin jimla mai nauyi: Tsaron asymptotic ra'ayi ne a cikin ka'idar filin jimla wanda ke nufin gano daidaitattun ka'idojin jimla na filin gravitational. Maɓallin keɓaɓɓen maɓallin keɓaɓɓen ma'anar rukunin sake sauya tsarin koyarwa wanda ke sarrafa halayyar haɗin haɗuwa a cikin tsarin mulkin ultraviolet (UV) kuma yana ba da adadi na zahiri cikin aminci daga bambancin. Kodayake Steven Weinberg ne ya kirkireshi tun asali don samo ka'idar karfin jimla, amma tunanin wani tsayayyen wuri wanda zai bada damar kammalawar UV ana iya amfani dashi ga sauran ra'ayoyin filin, musamman wadanda ba za'a iya gane su ba. Ta wannan fuskar, yayi kama da ƙananan abubuwa.
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Kankare tsaro: A cikin rubutun kalmomin sirri, tabbataccen tsaro ko kuma cikakken tsaro tsari ne mai dogaro da kai wanda ke da nufin bayar da ƙarin ƙididdigar ƙididdigar ayyukan lissafi na ayyukan rikici fiye da daidaiton polynomial zai ba da izinin. Yana ƙididdige amincin tsarin cryptosystem ta ɗaure yiwuwar samun nasara ga abokin gaba da ke gudana na tsayayyen lokaci. Tabbatar da tsaro tare da takamaiman bincike ana kiran su tabbatacce .
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Ymididdigar lissafin asymptotic: A cikin ka'idar hadaddun lissafi, hadadden lissafin lissafin asymptotic shine amfani da bincike na asymptotic don kimanta hadaddun lissafi na algorithms da matsalolin lissafi, galibi ana haɗuwa da amfani da babban O notation.
Lyapunov kwanciyar hankali: Za'a iya tattauna nau'o'in kwanciyar hankali iri-iri don magance ƙididdigar ƙididdiga daban-daban ko daidaitattun ƙididdigar da ke kwatanta tsarin kuzari. Mafi mahimmancin nau'in shine game da kwanciyar hankali na mafita kusa da ma'anar daidaituwa. Wannan za'a iya tattauna shi da ka'idar Aleksandr Lyapunov . A cikin sauƙi, idan mafita waɗanda suka fara kusa da ma'auni zauna kusa har abada, to shine Lyapunov barga . Mafi ƙarfi, idan shine kwanciyar hankali Lyapunov kuma duk mafita da zata fara kusa haduwa zuwa , to yana da karko mara kyau. Maganar daidaiton yanayi ya tabbatar da mafi karancin lalacewa, ma'ana, kimanin yadda saurin hanyoyin zai dunkule. Tunanin kwanciyar hankali na Lyapunov ana iya fadada shi zuwa nau'ikan da ba shi da iyaka, inda aka san shi da kwanciyar hankali na tsarin, wanda ya shafi ɗabi'un hanyoyin daban-daban amma "na kusa" don daidaiton daidaito. Zaman lafiyar-shiga-gari (ISS) ya shafi ra'ayoyin Lyapunov ga tsarin tare da masarufi.
Ka'idar Asymptotic (ƙididdiga): A cikin ƙididdiga: ka'idar asymptotic , ko babban samfurin ka'idar , tsari ne don kimanta kaddarorin masu kimantawa da gwajin lissafi. A cikin wannan tsarin, ana ɗauka cewa girman samfurin n na iya girma ba tare da wani lokaci ba; dukiyar kimantawa da gwaje-gwaje ana kimantawa a ƙarƙashin iyakar n → ∞ . A aikace, ana ɗaukar ƙididdigar ƙimar kusan ta zama mai inganci don manyan ƙayyadaddun samfuran ma.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Ka'idar Asymptotic (ƙididdiga): A cikin ƙididdiga: ka'idar asymptotic , ko babban samfurin ka'idar , tsari ne don kimanta kaddarorin masu kimantawa da gwajin lissafi. A cikin wannan tsarin, ana ɗauka cewa girman samfurin n na iya girma ba tare da wani lokaci ba; dukiyar kimantawa da gwaje-gwaje ana kimantawa a ƙarƙashin iyakar n → ∞ . A aikace, ana ɗaukar ƙididdigar ƙimar kusan ta zama mai inganci don manyan ƙayyadaddun samfuran ma.
Kayan aiki: Gabaɗaya sharuddan, rararwa shine ƙimar samarwa ko ƙimar da ake sarrafa wani abu.
Ymididdigar lissafin asymptotic: A cikin ka'idar hadaddun lissafi, hadadden lissafin lissafin asymptotic shine amfani da bincike na asymptotic don kimanta hadaddun lissafi na algorithms da matsalolin lissafi, galibi ana haɗuwa da amfani da babban O notation.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Rarraba asymptotic: A cikin ilimin lissafi da lissafi, rarraba asymptotic shine yiwuwar rarrabawa wanda yake ta wata hanyar ce "iyakance" rarraba jerin abubuwan rarrabawa. Ofaya daga cikin mahimman abubuwan amfani da ra'ayin rarraba asymptotic shine samar da ƙididdiga ga ayyukan rarraba ƙididdigar masu ƙididdigar lissafi.
Asymptote: A nazari lissafi, wani asymptote na kwana ne a layin irin wannan cewa nesa tsakanin kwana da layin ta halarci sifili matsayin daya ko biyu daga cikin x ko y tsarawa o ƙarin tabbatar da rashin iyaka. A cikin yanayin lissafi da kuma mahallin da ke da alaƙa, mahimmin alamar lanƙwasa layi ne wanda yake da mahimmanci ga ƙirar a wani wuri a rashin iyaka.
Asymptote: A nazari lissafi, wani asymptote na kwana ne a layin irin wannan cewa nesa tsakanin kwana da layin ta halarci sifili matsayin daya ko biyu daga cikin x ko y tsarawa o ƙarin tabbatar da rashin iyaka. A cikin yanayin lissafi da kuma mahallin da ke da alaƙa, mahimmin alamar lanƙwasa layi ne wanda yake da mahimmanci ga ƙirar a wani wuri a rashin iyaka.
Kusan tabbas: A ka'idar hangen nesa, an ce wani abu zai faru kusan idan ya faru da yiwuwar 1. Watau, saitin yiwuwar keɓewa na iya zama mara fanko, amma yana da yiwuwar 0. Manufar tana kama da batun "kusan ko'ina "a ma'aunin ma'auni.
Fadada asymptotic: A cikin ilimin lissafi, fadada asymptotic , asymptotic series ko Poincaré fadada wani tsari ne na yau da kullun wanda yake da dukiyar da take lalata jerin bayan adadin kalmomi masu iyaka suna ba da kusanci ga aikin da aka bayar kamar yadda aikin aikin yake karkata zuwa ga wani, sau da yawa iyaka, aya. Bincike da Dingle ya yi (1973) ya nuna cewa bambancin ɓangaren haɓaka asymptotic yana da ma'ana a ɓoye, watau ya ƙunshi bayani game da ainihin darajar aikin da aka faɗaɗa.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Asymptotically mafi kyau duka algorithm: A cikin kimiyyar kwamfuta, wani algorithm ana cewa ya zama mafi kyau duka asymptotically idan, kamar yadda ake magana, ga manyan abubuwan shigarwa suna aikatawa a mafi munin yanayin da yafi muni da mafi kyawun tsarin algorithm. Lokaci ne da ake yawan ci karo dashi a cikin binciken kimiyyar kwamfuta sakamakon amfani da sanarwa mai girma ta O.
Asymptotically lebur spacetime: Matsakaicin lokaci madaidaiciya wani yanki ne na Lorentzian wanda a cikin magana, a yadda yake magana, lankwasawa ya ɓace a nesa mai nisa daga wasu yankuna, ta yadda a nesa mai nisa, yanayin lissafin ya zama ba shi da bambanci da na lokacin Minkowski.
Asymptotically lebur spacetime: Matsakaicin lokaci madaidaiciya wani yanki ne na Lorentzian wanda a cikin magana, a yadda yake magana, lankwasawa ya ɓace a nesa mai nisa daga wasu yankuna, ta yadda a nesa mai nisa, yanayin lissafin ya zama ba shi da bambanci da na lokacin Minkowski.
Freedomancin asymptotic: A cikin kimiyyar lissafi, 'yanci na asymptotic wata dukiya ce ta wasu ma'aunai masu auna ra'ayi wanda ke haifar da cudanya tsakanin kwayoyi su zama marasa karfi yayin da sikelin kuzari ya karu kuma sikelin daidai yake raguwa.
Vitarfin hanzari: A kimiyyar lissafi da lissafi daban-daban, nan da nan gravitational instant ne mai girma hudu mai cikakken Riemannian wanda zai gamsar da yanayin Einstein. Ana kiran su haka saboda analoji ne a cikin jimlalar ka'idar karfin lokaci da sauri a ka'idar Yang-Mills. Dangane da wannan kwatancen tare da hoton Yang-Mills mai son kai-tsaye, ana ɗauke hanzarin hanzari kamar su sararin samaniyar Euclidean guda huɗu a nesa mai nisa, kuma suna da tensor mai riɓi biyu. Ilimin lissafi, wannan yana nufin cewa su a cikin gida suna Euclidean hyperkähler 4-manifolds, kuma a wannan ma'anar, misalai ne na musamman na abubuwan Einstein. Daga mahangar zahiri, nan take gravitational instant ne wanda ba shi kadai ba ne mafita ga daidaiton abubuwan Einstein tare da tabbataccen tabbatacce , akasin Lorentzian, metric.
Vitarfin hanzari: A kimiyyar lissafi da lissafi daban-daban, nan da nan gravitational instant ne mai girma hudu mai cikakken Riemannian wanda zai gamsar da yanayin Einstein. Ana kiran su haka saboda analoji ne a cikin jimlalar ka'idar karfin lokaci da sauri a ka'idar Yang-Mills. Dangane da wannan kwatancen tare da hoton Yang-Mills mai son kai-tsaye, ana ɗauke hanzarin hanzari kamar su sararin samaniyar Euclidean guda huɗu a nesa mai nisa, kuma suna da tensor mai riɓi biyu. Ilimin lissafi, wannan yana nufin cewa su a cikin gida suna Euclidean hyperkähler 4-manifolds, kuma a wannan ma'anar, misalai ne na musamman na abubuwan Einstein. Daga mahangar zahiri, nan take gravitational instant ne wanda ba shi kadai ba ne mafita ga daidaiton abubuwan Einstein tare da tabbataccen tabbatacce , akasin Lorentzian, metric.
Mai ƙaddara: A cikin ƙididdiga, mai ƙididdigewa ƙa'ida ce ta ƙididdige ƙididdigar adadin da aka bayar dangane da bayanan da aka lura: saboda haka ana rarrabe da ƙa'idar, yawan sha'awa da sakamakonta. Misali, ma'anar samfurin shine ƙididdigar yawan amfani da yawan mutane.
Asymptotically mafi kyau duka algorithm: A cikin kimiyyar kwamfuta, wani algorithm ana cewa ya zama mafi kyau duka asymptotically idan, kamar yadda ake magana, ga manyan abubuwan shigarwa suna aikatawa a mafi munin yanayin da yafi muni da mafi kyawun tsarin algorithm. Lokaci ne da ake yawan ci karo dashi a cikin binciken kimiyyar kwamfuta sakamakon amfani da sanarwa mai girma ta O.
Asymptotically mafi kyau duka algorithm: A cikin kimiyyar kwamfuta, wani algorithm ana cewa ya zama mafi kyau duka asymptotically idan, kamar yadda ake magana, ga manyan abubuwan shigarwa suna aikatawa a mafi munin yanayin da yafi muni da mafi kyawun tsarin algorithm. Lokaci ne da ake yawan ci karo dashi a cikin binciken kimiyyar kwamfuta sakamakon amfani da sanarwa mai girma ta O.
Tsaron asymptotic a cikin jimla mai nauyi: Tsaron asymptotic ra'ayi ne a cikin ka'idar filin jimla wanda ke nufin gano daidaitattun ka'idojin jimla na filin gravitational. Maɓallin keɓaɓɓen maɓallin keɓaɓɓen ma'anar rukunin sake sauya tsarin koyarwa wanda ke sarrafa halayyar haɗin haɗuwa a cikin tsarin mulkin ultraviolet (UV) kuma yana ba da adadi na zahiri cikin aminci daga bambancin. Kodayake Steven Weinberg ne ya kirkireshi tun asali don samo ka'idar karfin jimla, amma tunanin wani tsayayyen wuri wanda zai bada damar kammalawar UV ana iya amfani dashi ga sauran ra'ayoyin filin, musamman wadanda ba za'a iya gane su ba. Ta wannan fuskar, yayi kama da ƙananan abubuwa.
Asymptotically lebur spacetime: Matsakaicin lokaci madaidaiciya wani yanki ne na Lorentzian wanda a cikin magana, a yadda yake magana, lankwasawa ya ɓace a nesa mai nisa daga wasu yankuna, ta yadda a nesa mai nisa, yanayin lissafin ya zama ba shi da bambanci da na lokacin Minkowski.
Lyapunov kwanciyar hankali: Za'a iya tattauna nau'o'in kwanciyar hankali iri-iri don magance ƙididdigar ƙididdiga daban-daban ko daidaitattun ƙididdigar da ke kwatanta tsarin kuzari. Mafi mahimmancin nau'in shine game da kwanciyar hankali na mafita kusa da ma'anar daidaituwa. Wannan za'a iya tattauna shi da ka'idar Aleksandr Lyapunov . A cikin sauƙi, idan mafita waɗanda suka fara kusa da ma'auni zauna kusa har abada, to shine Lyapunov barga . Mafi ƙarfi, idan shine kwanciyar hankali Lyapunov kuma duk mafita da zata fara kusa haduwa zuwa , to yana da karko mara kyau. Maganar daidaiton yanayi ya tabbatar da mafi karancin lalacewa, ma'ana, kimanin yadda saurin hanyoyin zai dunkule. Tunanin kwanciyar hankali na Lyapunov ana iya fadada shi zuwa nau'ikan da ba shi da iyaka, inda aka san shi da kwanciyar hankali na tsarin, wanda ya shafi ɗabi'un hanyoyin daban-daban amma "na kusa" don daidaiton daidaito. Zaman lafiyar-shiga-gari (ISS) ya shafi ra'ayoyin Lyapunov ga tsarin tare da masarufi.
Babban Ya Sanarwa: Sanarwar Big O sanarwa ce ta ilimin lissafi wanda ke bayyana iyakance halayyar aiki yayin da takaddar ta karkata ga wani darajar ko rashin iyaka. Big O memba ne na dangin sanarwa da Paul Bachmann, Edmund Landau, da wasu suka ƙirƙira, waɗanda ake kira Bachmann – Landau da sanarwa ko kuma asymptotic notation .
Mai ƙaddara: A cikin ƙididdiga, mai ƙididdigewa ƙa'ida ce ta ƙididdige ƙididdigar adadin da aka bayar dangane da bayanan da aka lura: saboda haka ana rarrabe da ƙa'idar, yawan sha'awa da sakamakonta. Misali, ma'anar samfurin shine ƙididdigar yawan amfani da yawan mutane.
Binciken asymptotic: A cikin nazarin ilimin lissafi, nazarin asymptotic , wanda aka fi sani da asymptotics , hanya ce ta bayyana iyakance hali.
Asymptote: A nazari lissafi, wani asymptote na kwana ne a layin irin wannan cewa nesa tsakanin kwana da layin ta halarci sifili matsayin daya ko biyu daga cikin x ko y tsarawa o ƙarin tabbatar da rashin iyaka. A cikin yanayin lissafi da kuma mahallin da ke da alaƙa, mahimmin alamar lanƙwasa layi ne wanda yake da mahimmanci ga ƙirar a wani wuri a rashin iyaka.
Asymptotology: Asymptotology an fassara shi azaman "fasahar ma'amala da tsarin lissafi da ake amfani da shi a iyakance hukunce-hukunce" da kuma "ilimin kimiyya game da kirkirar sauki da daidaito ta hanyar amfani da wuri".
Kamfanin Nordson: Kamfanin Nordson Corporation wani kamfani ne na ƙasashe daban-daban na Amurka wanda ke tsarawa da ƙera kayan aikin rarrabawa don mabukaci da manne masana'antu, marufi da sutura. Har ila yau, kamfanin na kera kayan aikin da aka yi amfani da su wajen gwaji da duba abubuwan lantarki, tsarin fasahar kere-kere don warkarwa da tsarin jiyya na sama da na'urorin kiwon lafiya da kere-kere. Kamfanin yana da hedkwatarsa ​​a Westlake, Ohio, kuma yana da ayyukan kai tsaye da ofisoshin talla-tallace-tallace a cikin kusan ƙasashe 30.
Kwayar cuta: Kwayar cuta ita ce kasancewar kwayoyin cuta a cikin fitsari. Bacteriuria tare da alamun cututtuka shine kamuwa da cutar fitsari yayin da ba tare da haka ba sananne ne kamar cutar asymptomatic bacteriuria. Ganewar asali ta hanyar binciken fitsari ko al'adar fitsari. Escherichia coli shine kwayar cutar da aka fi samu. Mutanen da ba su da alamomi ya kamata a gwada su gaba ɗaya don yanayin. Bambance-bambancen daban daban sun hada da gurbatawa.
Asymptote: A nazari lissafi, wani asymptote na kwana ne a layin irin wannan cewa nesa tsakanin kwana da layin ta halarci sifili matsayin daya ko biyu daga cikin x ko y tsarawa o ƙarin tabbatar da rashin iyaka. A cikin yanayin lissafi da kuma mahallin da ke da alaƙa, mahimmin alamar lanƙwasa layi ne wanda yake da mahimmanci ga ƙirar a wani wuri a rashin iyaka.
Asynapteron: Asynapteron jinsin ƙwaro ne a cikin gidan Cerambycidae, yana ƙunshe da waɗannan nau'in: Asynapteron contrarium Martins, 1971 Asynapteron eburnigerum (Aurivillius, 1899) Asynapteron equatorianum (Martins, 1960) Asynapteron glabriolum (Bates, 1872) Asynapteron inca (Martins, 1962) Asynapteron ranthum Martins, 1970
Asynapteron contrarium: Asynapteron contrarium wani nau'in ƙwaro ne a cikin dangin Cerambycidae. Martins ne ya bayyana shi a cikin 1971.
Asynapteron sabuwa: Asynapteron eburnigerum wani nau'in ƙwaro ne a cikin dangin Cerambycidae. Per Olof Christopher Aurivillius ne ya bayyana shi a cikin 1899.
Asynapteron equatorianum: Asynapteron equatorianum wani nau'in ƙwaro ne a cikin dangin Cerambycidae. Martins ne ya bayyana shi a cikin 1960.
Asynapteron glabriolum: Asynapteron glabriolum wani nau'in ƙwaro ne a cikin dangin Cerambycidae. Bates ne ya bayyana shi a cikin 1872.
Asynapteron inca: Asynapteron inca wani nau'in ƙwaro ne a gidan Cerambycidae. Martins ne ya bayyana shi a cikin 1962.
Asynapteron ranthum: Asynapteron ranthum wani nau'in ƙwaro ne a cikin dangin Cerambycidae. Martins ne ya bayyana shi a cikin 1970.
Asynarchus: Asynarchus wani nau'in kwari ne na dangin Limnephilidae.
Async: async shine kundin waƙoƙi na goma sha tara na waƙoƙin studio na Ryuichi Sakamoto na Japan kuma shine na farko a cikin shekaru takwas tun daga Outise (2009). Hakanan shi ne rikodin cikakken solo na farko tun bayan murmurewa daga cutar kansa ta makogwaro a cikin 2015. Wanda ya ƙunshi haɗakarwa ta fassarori masu ban mamaki game da kayan kida da aka sani, lamuran da ba a saba da su ba ta hanyar amfani da na'ura da na lantarki, samfurin rakodi na mutane kamar David Sylvian da Paul Bowles da ke yin karatu, da sautukan yau da kullun da aka aro daga rikodin filin na titunan birni, async yana da jigogi na damuwa na ƙarshen rayuwa da kuma hulɗar ra'ayoyi mabanbanta a cikin ɗan adam.
Sigina (IPC): Sigina sigar iyakace ce ta hanyar sadarwa tsakanin-tsari (IPC), yawanci ana amfani da ita a Unix, Unix-like, da sauran tsarin aiki masu yarda da POSIX. Alamar sigar sanarwar asynchronous ce da aka aika zuwa tsari ko zuwa takamaiman zare tsakanin wannan tsari don sanar da ita abin da ya faru. Sigina sun samo asali ne daga 1970s Bell Labs Unix kuma daga baya aka ayyana su a cikin POSIX misali.
Ryuichi Sakamoto hotunan: Mawaƙin Jafananci Ryuichi Sakamoto ya fitar da fayafayen faifan studio guda 19, faifai masu rai shida, kundayen tattara abubuwa da yawa, EPs biyu, da kuma waƙoƙi da waƙoƙi daban-daban. Sakamoto shima ya fitar da fayafayen bidiyo da bidiyo da kiɗa. Da dama daga cikin kundin kunshin sun wanzu a cikin asalin asalin Jafananci da sigar duniya.
Async: async shine kundin waƙoƙi na goma sha tara na waƙoƙin studio na Ryuichi Sakamoto na Japan kuma shine na farko a cikin shekaru takwas tun daga Outise (2009). Hakanan shi ne rikodin cikakken solo na farko tun bayan murmurewa daga cutar kansa ta makogwaro a cikin 2015. Wanda ya ƙunshi haɗakarwa ta fassarori masu ban mamaki game da kayan kida da aka sani, lamuran da ba a saba da su ba ta hanyar amfani da na'ura da na lantarki, samfurin rakodi na mutane kamar David Sylvian da Paul Bowles da ke yin karatu, da sautukan yau da kullun da aka aro daga rikodin filin na titunan birni, async yana da jigogi na damuwa na ƙarshen rayuwa da kuma hulɗar ra'ayoyi mabanbanta a cikin ɗan adam.
Async - Maimaitawa: Async - Remodels kundin faifai ne na "sake ginawa" na waƙoƙi daga furodusan Japan Ryuichi Sakamoto na goma sha tara solo studio album async (2017). Kundin ya hada da reworks goma sha daya daga furodusoshi kamar Jóhann Jóhannsson, Fennesz, Cornelius, Oneohtrix Point never, Electric Youth, da Arca. An sake shi a Japan a watan Disambar 2017 ta Commmons da kuma a cikin Fabrairu 2018 a wasu ƙasashe ta Milan Records, Async - Remodels sun ba da cikakkun bayanai masu mahimmancin gaske kuma sun ƙaru a lamba 15 a kan Shafin Farko na Babban Tarihi na Amurka.
Async Corp.: Async Corp. wasa ne na iOS wanda gidan wasan Amurka Powerhead Games ya bunkasa kuma aka sake shi a ranar Yuni 28, 2011.
Asynchronous I / O: A kimiyyar kwamfuta, asynchronous I / O sigar tsari ne na shigar / fitarwa wanda ke bawa sauran aiki damar ci gaba kafin watsawa ta ƙare.
Asynchronous I / O: A kimiyyar kwamfuta, asynchronous I / O sigar tsari ne na shigar / fitarwa wanda ke bawa sauran aiki damar ci gaba kafin watsawa ta ƙare.
Async - Maimaitawa: Async - Remodels kundin faifai ne na "sake ginawa" na waƙoƙi daga furodusan Japan Ryuichi Sakamoto na goma sha tara solo studio album async (2017). Kundin ya hada da reworks goma sha daya daga furodusoshi kamar Jóhann Jóhannsson, Fennesz, Cornelius, Oneohtrix Point never, Electric Youth, da Arca. An sake shi a Japan a watan Disambar 2017 ta Commmons da kuma a cikin Fabrairu 2018 a wasu ƙasashe ta Milan Records, Async - Remodels sun ba da cikakkun bayanai masu mahimmancin gaske kuma sun ƙaru a lamba 15 a kan Shafin Farko na Babban Tarihi na Amurka.
Sigina (IPC): Sigina sigar iyakace ce ta hanyar sadarwa tsakanin-tsari (IPC), yawanci ana amfani da ita a Unix, Unix-like, da sauran tsarin aiki masu yarda da POSIX. Alamar sigar sanarwar asynchronous ce da aka aika zuwa tsari ko zuwa takamaiman zare tsakanin wannan tsari don sanar da ita abin da ya faru. Sigina sun samo asali ne daga 1970s Bell Labs Unix kuma daga baya aka ayyana su a cikin POSIX misali.
Async - Maimaitawa: Async - Remodels kundin faifai ne na "sake ginawa" na waƙoƙi daga furodusan Japan Ryuichi Sakamoto na goma sha tara solo studio album async (2017). Kundin ya hada da reworks goma sha daya daga furodusoshi kamar Jóhann Jóhannsson, Fennesz, Cornelius, Oneohtrix Point never, Electric Youth, da Arca. An sake shi a Japan a watan Disambar 2017 ta Commmons da kuma a cikin Fabrairu 2018 a wasu ƙasashe ta Milan Records, Async - Remodels sun ba da cikakkun bayanai masu mahimmancin gaske kuma sun ƙaru a lamba 15 a kan Shafin Farko na Babban Tarihi na Amurka.
Adiabatic kewaye: Adiabatic circuits wasu kekunan lantarki ne masu karamin karfi wadanda suke amfani da "ma'ana mai juyawa" don kiyaye makamashi. Kalmar "adiabatic" tana nufin kyakkyawan yanayin yanayin yanayin yanayin zafi wanda ba ayi musayar zafi ko taro tare da mahalli da ke kewaye da shi, yana ishara ne da damar da'irorin zasu rage yawan kuzari kamar zafi.
Asynchrony: Asynchrony shine yanayin kasancewa cikin aiki tare.
Asynchrony: Asynchrony shine yanayin kasancewa cikin aiki tare.
Asynchronous tsararrun masu sarrafawa masu sauƙi: Tsarin haɗin gine-gine masu sauƙi ( AsAP ) ya ƙunshi nau'ikan 2-D na ƙananan masu sarrafa shirye-shiryen shirye-shiryen tare da ƙananan ƙwaƙwalwar ƙwaƙwalwar ajiya waɗanda ke haɗuwa da hanyar sadarwar raga mai sake sake fasalin. AsAP an haɓaka ta ne ta hanyar masu bincike a cikin VLSI Computation Laboratory (VCL) a Jami'ar California, Davis kuma sun sami babban aiki da ƙarfin kuzari, yayin amfani da ƙaramin yankin kewaye.
Babban Haɗin Haɗin Bayanan Bayanai: Babban haɗin haɗin haɗin bayanan bayanai ( HDLC ) ƙirar yarjejeniya ce ta hanyar haɗin kai ta hanyar haɗin kai wanda byungiyar forasashen Duniya don Tsarin (ISO) ta haɓaka. Matsayi na HDLC shine ISO / IEC 13239: 2002.
Daidaitawa kewaye: A cikin kayan lantarki, dijital asynchronous , agogo , ko keɓaɓɓen zagaye, yanki ne na yau da kullun wanda aka tsara shi wanda ba a sarrafa shi ta hanyar agogo ko siginar duniya. Madadin haka yakan yi amfani da sigina waɗanda ke nuna kammalawar umarni da ayyuka, waɗanda aka ayyana ta ladabi da sauƙaƙan bayanai. Wannan nau'ikan kewayawa ya bambanta da da'ira masu aiki tare, wanda canje-canje ga ƙimar sigina a cikin da'irar ta haifar da maimaita bugun jini wanda ake kira siginar agogo. Yawancin na'urorin dijital a yau suna amfani da da'irorin aiki tare. Ko da yake da'irorin asynchronous suna da damar zama cikin sauri, kuma ƙila su sami fa'idodi a cikin ƙarancin amfani da wutar lantarki, ƙarancin katsalandan na lantarki, da mafi kyawun tsari a cikin manyan tsarin. Da'irorin asynchronous yanki ne na bincike a cikin zane-zanen dijital.
Asynchronous salon salula automaton: Kayan aikin salula na salula, kamar yadda yake tare da sauran tsarin tsarin wakilai masu yawa, yawanci ana ɗaukar lokaci azaman mai hankali da ɗaukakawar jihar kamar yadda yake faruwa tare. Yanayin kowane sel a cikin samfurin ana sabunta su tare, kafin kowane ɗayan sabbin jihohi yayi tasiri akan sauran ƙwayoyin. Sabanin haka, asynchronous cellular automaton zai iya sabunta ɗaukacin ƙwayoyin kansa, ta yadda sabuwar yanayin kwayar halitta ke shafar lissafin jihohi a cikin ƙwayoyin maƙwabta.
Hanyar sadarwa ta Asynchronous: Matsayin hanyar sadarwa mara kyau (ACM) shine daidaita aikin miƙa bayanai a cikin tsarin tsakanin tsarin rubutu da tsarin karatu wanda ke aiki lokaci ɗaya.
Fasahar MOS 6551: 6551 Asynchronous Communications Interface Adapter ( ACIA ) ya kasance haɗin kewaya wanda MOS Technology yayi. Ya yi aiki azaman abokin haɗin UART don shahararren microprocessor 6502. An yi niyyar aiwatar da RS-232, bayanansa sun yi kira da a sami saurin gudu na 19,200 a kowane dakika tare da janareta na baud-rate, ko 125kbit / s ta amfani da agogon 16x na waje.