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1. Completely (Christian Bautista album): Completely is the second studio album of Filipino singer Christian Bautista, released on 15 December 2005 in the Philippines by Warner Music Philippines. Its singles include "Everything You Do", "Invincible", "She Could Be", and "My Heart Has a Mind of ... (Christian Bautista album) [100%] 2024-01-11 [2006 albums] [Christian Bautista albums]...
2. Heterosexual AIDS scare: The heterosexual AIDS scare took place in the 1980s "when the media scared the hell out of everybody by falsely reporting, day in and day out, that heterosexual Americans would soon be dropping dead all over the place from AIDS ... [80%] 2023-02-19 [Diseases] [Medicine]...
3. Continuo homosexual-heterosexual: El continuo homosexual-heterosexual, también conocido como continuo sexual, es un concepto psicológico y filosófico y una manera de entender la sexualidad humana que coloca las preferencias sexuales a modo de continuo. Este continuo abarca desde la heterosexualidad hasta la ... [80%] 2024-03-21
4. Complete: COMPLETE kom-plet': In the King James Version for pleroo, the verb ordinarily used for the coming to pass of what had been predicted. the King James Version translates this "complete" in Colossians 2:10; 4:12 to express the ... [75%] 1915-01-01
5. Complete (BTOB專輯): 《Complete》是韓國男子音樂組合BTOB的首張韓語正規專輯，於2015年6月29日發行，主打曲目為〈沒關係〉（韓語：괜찮아요）。 2015年6月4日，韓國有媒體指出BTOB將會在6月下旬發行首張韓語正規專輯，隨後6月16日Cube娛樂在BTOB官方Twitter發布首張概念照片，預告他們將在6月29日回歸，而新專輯則定名為《Complete》，並首次選用抒情曲〈沒關係〉作為主打曲，藉以展現團體成員的歌唱實力。 6月18日，BTOB在官方社群平台公開完整專輯曲目名單，同時在官方Facebook發放個人概念照片；而專輯歌曲試聽影片則分兩批於6月23日及6月24日在官方YouTube頻道推出。 主打曲〈沒關係〉音樂錄影帶的個人版和團體版預告在6月27日和6月28日公布、6月29日隨專輯音源公開. (BTOB專輯) [75%] 2024-01-20 [2015年音樂專輯] [BTOB音樂專輯]...
6. Complete (complexity): In computational complexity theory, a computational problem is complete for a complexity class if it is, in a technical sense, among the "hardest" (or "most expressive") problems in the complexity class. More formally, a problem p is called hard for ... (Complexity) [75%] 2023-12-07 [Computational complexity theory]
7. Complete (Lila McCann album): Complete is the third album by the country music artist Lila McCann. Her final studio album to be released, it produced only one single on the Billboard country music charts in "Come a Little Closer". (Lila McCann album) [75%] 2024-01-09 [2001 albums] [Lila McCann albums]...
8. Complete (The Smiths album): Complete is a box set compilation by English rock band the Smiths, released by Rhino Records on 26 September 2011. The standard CD and LP versions contain the band's four studio albums The Smiths (with "This Charming Man" added ... (The Smiths album) [75%] 2024-09-12 [The Smiths compilation albums] [2011 compilation albums]...
9. Disappeared Completely: Disappeared Completely (англ. «Исчезнувшие Полностью») — украинская музыкальная группа, основанная в 2016 году. [70%] 2023-09-22
10. Completely Well: Completely Well, released in 1969, is a studio album by the blues guitarist B. B. [70%] 2022-10-17 [B.B. King albums] [1969 albums]...
11. Completely Serious: Completely Serious is the second comedy album released by the comedian Daniel Tosh. The special originally aired on Comedy Central. [70%] 2022-06-23 [2006 live albums] [Image Entertainment live albums]...
12. Completely-continuous operator: Completely-Continuous Operator A bounded linear operator $f$, acting from a Banach space $X$ into another space $Y$, that transforms weakly-convergent sequences in $X$ to norm-convergent sequences in $Y$. Equivalently, an operator $f$ is completely-continuous if it ... (Mathematics) [57%] 2023-10-25
13. Completely regular space: A topological space X is a completely regular space (or T3½ space) if singleton sets are closed in X and any point x in X and any closed subset B of X not containing x can be separated by a ... [57%] 2023-06-30 [Topology]
14. Completely-reducible module: semi-simple module A module $M$ over an associative ring $R$ which can be represented as the sum of its irreducible $R$-submodules (cf. Irreducible module). (Mathematics) [57%] 2023-10-22
15. Completely randomized design: In the design of experiments, completely randomized designs are for studying the effects of one primary factor without the need to take other nuisance variables into account. This article describes completely randomized designs that have one primary factor. [57%] 2023-08-14 [Design of experiments] [Analysis of variance]...
16. Completely positive map: In mathematics a positive map is a map between C*-algebras that sends positive elements to positive elements. A completely positive map is one which satisfies a stronger, more robust condition. [57%] 2023-11-01
17. Completely distributive lattice: A complete lattice in which the identity $$ \inf _ {i \in I } \ \sup _ {j \in J _ {i} } \ a _ {i,j} = \ \sup _ {f \in F } \ \inf _ {i \in I } \ a _ {i, f ( i) } $$ (called the ... (Mathematics) [57%] 2023-09-09
18. Completely-reducible set: A set $ M $ of linear operators on a topological vector space $ E $ with the following property: Any closed subspace in $ E $ that is invariant with respect to $ M $ has a complement in $ E $ that is also invariant with respect to ... (Mathematics) [57%] 2023-09-20
19. Completely randomized design: In the design of experiments, completely randomized designs are for studying the effects of one primary factor without the need to take other nuisance variables into account. This article describes completely randomized designs that have one primary factor. [57%] 2023-11-02 [Design of experiments] [Analysis of variance]...
20. Completely distributive lattice: In the mathematical area of order theory, a completely distributive lattice is a complete lattice in which arbitrary joins distribute over arbitrary meets. Formally, a complete lattice L is said to be completely distributive if, for any doubly indexed family ... [57%] 2024-03-19 [Order theory]