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У этого термина существуют и другие значения, см. Глубокое обучение (значения). Глубокое обучение (глубинное обучение; англ. Deep learning) — совокупность методов машинного обучения (с учителем, с частичным привлечением учителя, без учителя, с подкреплением), основанных на ...

Jane Roe beralih ke halaman ini. Untuk penggunaan Jane Roe yang lebih umum pada seorang anonim atau tidak diketahui, lihat John Doe. Norma McCorveyMcCorvey pada tahun 1989LahirNorma Leah Nelson(1947-09-22)22 September 1947Simmesport, Louisiana, A.S.Meninggal18 Februari 2017(2017-02-18) (umur 69)Katy, Texas, A.S.Sebab meninggalGagal jantungKebangsaanAmerika SerikatNama lainJane RoePekerjaanDirektur, Crossing Over Ministrysebelumnya Roe No More Ministry, Inc.Dikenal atasRoe v. Wa...

American singer This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Tony Orlando – news · newspapers · books · scholar · JSTOR (April 2022) (Learn how and when to remove this template message) Tony ...

Currency Canadian dollarDollar canadien (French) Can$, C$, CA$, CDN$, CAD2011 Frontier series (polymer notes)ISO 4217CodeCAD (numeric: 124)Subunit0.01UnitUnitdollarSymbol$‎NicknameLoonie, buck (in English) Huard, piastre (pronounced piasse in popular usage) (in French)DenominationsSubunit 1⁄100Cent(in English) and sou (colloquial in French)Symbol Cent¢Banknotes$5, $10, $20, $50, $100Coins Freq. used5¢, 10¢, 25¢, $1, $2 Rarely used1¢ (dis...

Sianida Nama Nama IUPAC (sistematis) Anion sianida Penanda Model 3D (JSmol) Gambar interaktif 3DMet {{{3DMet}}} ChEBI CHEBI:17514 ChemSpider 5755 Nomor EC PubChem CID 5975 Nomor RTECS {{{value}}} InChI InChI=1S/CN/c1-2/q-1Key: XFXPMWWXUTWYJX-UHFFFAOYSA-N SMILES [C-]#N Sifat Rumus kimia CN− Massa molar 26,02 g·mol−1 Kecuali dinyatakan lain, data di atas berlaku pada suhu dan tekanan standar (25 °C [77 °F], 100 kPa). Referensi Sianida adalah senyawa...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. سوق الفاتح للذهب أحد المراكز الاقتصادية الهامة في ليبيا، وأحد معالم العاصمة طرابلس، يعمل السوق لأن يكون سوقًا موازيًا لأسواق الذهب في المنطقة العربية وأفريقيا. يصل مقدار ال�...

Award ceremony from MTV in 2005 2005 MTV Movie AwardsDateSaturday, June 4, 2005LocationShrine Auditorium, Los Angeles, California[1]CountryUnited StatesHosted byJimmy FallonTelevision/radio coverageNetworkMTV ← 2004 · MTV Movie Awards · 2006 → The 2005 MTV Movie Awards was hosted by Jimmy Fallon.[2] A special award, the Silver Bucket of Excellence, was presented to the 1985 film The Breakfast Club. Also, Tom Cruise was presented with the first...

Sceaux 行政国 フランス地域圏 (Région) イル＝ド＝フランス地域圏県 (département) オー＝ド＝セーヌ県郡 (arrondissement) アントニー郡小郡 (canton) 小郡庁所在地INSEEコード 92071郵便番号 92330市長（任期） フィリップ・ローラン（2008年-2014年）自治体間連合 (fr) メトロポール・デュ・グラン・パリ人口動態人口 19,679人（2007年）人口密度 5466人/km2住民の呼称 Scéens地理座標 北緯48度4...

Bilateral relationsMexico–Tanzania relations Mexico Tanzania Mexico–Tanzania relations are the diplomatic relations between the United Mexican States and the United Republic of Tanzania. Both nations are members of the United Nations. History Mexico and Tanzania established diplomatic relations on 19 February 1973.[1] That same year, Mexico opened an embassy in the Tanzanian capital of Dar es Salaam.[1] In April 1975, Tanzanian President Julius Nyerere paid a six-day offic...

Vous lisez un « bon article » labellisé en 2013. Pour un article plus général, voir Bataille de Guadalcanal. Bataille des Salomon orientales L'USS Enterprise en feu le 24 août 1942. Les explosions des obus antiaériens sont clairement visibles au-dessus du navire. Informations générales Date 24-25 août 1942 Lieu Au nord de l'île Santa Isabel dans les îles Salomon Issue Partagée, mais victoire stratégique américaine Belligérants États-Unis Australie Empire du Ja...

Belgian painter and sculptor (1886–1952) Permeke redirects here. For the 1985 documentary film, see Permeke (film). Constant Permeke (1886–1952); painter, draftsman, sculptor, by Frits Van den Berghe, collection Felixarchief Constant Permeke (Dutch: [kɔ̃ˈstɑ̃ː pɛrˈmeːkə]; 31 July 1886 – 4 January 1952) was a Belgian painter and sculptor who is considered the leading figure of Flemish Expressionism. Biography Permeke was born in Antwerp but when he was six years old the...

Not to be confused with Island Games. The Jeux des îles (English: Games of the islands) is an annual multi-sport event for youth athletes from the 23 member countries of the association of Comité d'Organisation des Jeux des Iles [it] (COJI).[1] Participants In the fourteen editions, the number of participating islands has changed from edition to edition, as delegations are not required to attend the event. There are, however, 23 islands registered at the COJI that have ...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2019) 1881 في كندامعلومات عامةالسنة 1881 1880 في كندا 1882 في كندا تعديل - تعديل مصدري - تعديل ويكي بيانات سنوات 1879 1880 1881 ...

Historic site in San Jose, CAEmma Prusch Farm ParkPreserved farm house at the parkLocation647 S King Road, San Jose, CA 95116Governing bodyEmma Prusch Farm Park Foundation, 501c3City of San Jose Parks & Recreation Dept.OwnerCity of San Jose Emma Prusch Farm Park is a 43.5 acre (176,000 m2) park in East San Jose, California. Donated by Emma Prusch to the City of San Jose in 1962 to use to demonstrate the valley's agricultural past, it includes a 4-H barn (the largest in San Jose), communit...

Copyright license for free use of a work This article is about the Creative Commons licenses. For the organization that produced them, see Creative Commons. Creative Commons logo A video explaining how Creative Commons licenses can be used in conjunction with commercial licensing arrangements A Creative Commons (CC) license is one of several public copyright licenses that enable the free distribution of an otherwise copyrighted work.[a] A CC license is used when an author wants to giv...

جبل راشمورمعلومات عامةالبلد  الولايات المتحدة[1] المكان مقاطعة بنينغتون منطقة محمية Mount Rushmore National Memorial (en) الجغرافياالإحداثيات 43°52′44″N 103°27′35″W / 43.8789°N 103.4598°W / 43.8789; -103.4598 الارتفاع 1٬745 متر علم الأرضالسلسلة الجبلية بلاك هيلز النوع جبل الصخور غرانيت التار...

Several types of leg coverings A woman wearing black leggings Leggings are several types of leg attire that have varied through the years. Modern usage from the 1960s onwards has come to refer to elastic close-fitting high-rise garments worn over the legs typically by women, such as leg warmers or tights. Usage from the 18th century refers to men's wear usually made of cloth or leather that is wrapped around the leg down to the ankle.[1] In the 19th century, leggings usually referred ...

En informatique, la porte de Toffoli, est une porte logique. Elle est réversible et universelle, ce qui signifie que n'importe quel circuit réversible peut être construit à partir de portes de Toffoli. Elle agit comme une porte NON à double contrôle, d'où le nom qu'on lui donne également de « controlled-controlled-not gate » (CCNOT). Elle est due à Tommaso Toffoli. Définition Représentation d'une porte de Toffoli La porte de Toffoli est une porte logique à 3 bits ...

UFC 18: The Road to the Heavyweight TitleProdotto da{{{Prodotto da}}} Data8 gennaio 1999 Città New Orleans, Stati Uniti SedePontchartrain Center Cronologia pay-per-viewUFC Brazil: Ultimate BrazilUFC 18: The Road to the Heavyweight TitleUFC 19: Ultimate Young Guns Progetto Wrestling Manuale UFC 18: The Road to the Heavyweight Title è stato un evento di arti marziali miste tenuto dalla Ultimate Fighting Championship l'8 gennaio 1999 al Pontchartrain Center di New Orleans, Stati Uniti. Retrosc...

博納文圖拉·弗蘭切斯科·卡瓦列里（Bonaventura Francesco Cavalieri，1598年—1647年11月30日），意大利幾何學家。他對數學的興趣起於歐幾里得的作品，和跟伽利略的會面。 他发现了与祖暅原理等价的定理，该定理说明，具有同样高度和恒等横截面积的几何体具有相同的体积。通过定积分的黎曼和定义可以直接得到该结论。  规范控制数据库 国际 FAST ISNI VIAF WorldCat 各地 法国 Bn...