The Music

The Music were an English alternative rock band, formed in Kippax, Leeds in 1999. Comprising Robert Harvey (vocals, guitar), Adam Nutter (lead guitar), Stuart Coleman (bass) and Phil Jordan (drums), the band came to prominence with the release of their debut album, The Music, in 2002. The band released two further studio albums, Welcome to the North (2004) and Strength in Numbers (2008), before parting ways in 2011.

Career

The Music all met at Brigshaw High School, except Phil Jordan who went to Garforth, and began playing in 1999 as Insense. In 2001 the song "Take the Long Road and Walk It" circulated as a demo before being released by Fierce Panda as a 1000-copies-only single, a rarity from its day of release. Around this time the NME and Steve Lamacq were describing them as the best unsigned band in Britain. The band were quickly signed by Hut, who released their first EP You Might as Well Try to Fuck Me.

In 2002, following another EP (The People) they released their eponymous début album which reached No. 4 in the UK album charts. Their début single was re-issued as part of a two-disc set to promote the album, and reached No. 14 in the singles chart. Two further singles from the album, "Getaway" and "The Truth is No Words" reached No. 26 and No. 18 respectively. June 2003 saw them filling in for an absent Zwan on the Pyramid Stage at Glastonbury Festival.

KMXV

KMXV ("Mix 93.3") is a Top 40 (CHR) station based in Kansas City, Missouri, United States. The Steel City Media outlet operates at 93.3 MHz with an ERP of 100 kW. Its current slogan is "Kansas City's #1 Hit Music Station". It is also one of two Top 40's competing in the Kansas City Metropolitan Area, the other being KCHZ. The station's studios are located at Westport Center in Midtown Kansas City, and the transmitter site is in the city's East Side.

The station was sold off by CBS Radio to Wilks Broadcasting in November 2006 as part of a nationwide reduction of radio stations by CBS. On June 12, 2014, Wilks announced that it is selling its Kansas City cluster (of which KMXV is part of) to Pittsburgh-based Steel City Media. The sale was approved on September 26, 2014, and was consummated on September 30.

History

The station began in 1958 as KCMK-FM (Kansas City, Missouri/Kansas), a classical station, but had several format changes (primarily country) over the next sixteen years. County DJ Jack Wesley "Cactus Jack" Call was at the station (from KCKN) for one week when he was killed on January 25, 1963 in a car crash. Singer Patsy Cline sang at a benefit for him at Memorial Hall (Kansas City, Kansas) on March 3, 1963. She was unable to leave Kansas City the next day because the airport was fogged in and was killed in a plane crash on March 5, 1963 en route from Fairfax Airport to Nashville.

MIX

MIX is a hypothetical computer used in Donald Knuth's monograph, The Art of Computer Programming (TAOCP). MIX's model number is 1009, which was derived by combining the model numbers and names of several contemporaneous, commercial machines deemed significant by the author. ("MIX" also represents the value 1009 in Roman numerals.)

The 1960s-era MIX has since been superseded by a new (also hypothetical) computer architecture, MMIX, to be incorporated in forthcoming editions of TAOCP. Software implementations for both the MIX and MMIX architectures have been developed by Knuth and made freely available (named "MIXware" and "MMIXware", respectively).

Several derivatives of Knuth's MIX/MMIX emulators also exist. GNU MDK is one such software package; it is free and runs on a wide variety of platforms.

Their purpose for education is quite similar to John L. Hennessy's and David A. Patterson's DLX architecture, from Computer Organization and Design - The Hardware Software Interface.

Architecture

MIX (Email)

MIX is a high-performance, indexed, on-disk email storage system that is designed for use with the IMAP protocol. MIX was designed by Mark Crispin, the author of the IMAP protocol. Server support for it has been included in releases of UW IMAP since 2006, Panda IMAP, and Messaging Architects Netmail. MIX is also supported directly by the Alpine e-mail client.

Design

MIX mailboxes are directories containing several types of files, including a metadata file, an index file, a dynamic status data file, a threading/sorting cache file, and a collection of files containing message content. MIX mailboxes can also contain subordinate mailboxes, which are implemented as sub directories within the MIX directory.

The MIX format was designed with an emphasis on very high scalability, reliability, and performance, while efficiently supporting modern features of the IMAP protocol. MIX has been used successfully with mailboxes of 750,000 messages.

The base level MIX format has four files: a metadata file, an index file, a status file, and some set of message data files. The metadata file contains base-level data applicable to the entire mailbox; i.e., the UID validity, last assigned UID, and list of keywords. The index file contains pointers to each unexpunged message in the message data files, along with flags, size, and IMAP internaldate data. The status file contains per-message flags and keywords.

Traffic flow (computer networking)

In packet switching networks, traffic flow, packet flow or network flow is a sequence of packets from a source computer to a destination, which may be another host, a multicast group, or a broadcast domain. RFC 2722 defines traffic flow as "an artificial logical equivalent to a call or connection."RFC 3697 defines traffic flow as "a sequence of packets sent from a particular source to a particular unicast, anycast, or multicast destination that the source desires to label as a flow. A flow could consist of all packets in a specific transport connection or a media stream. However, a flow is not necessarily 1:1 mapped to a transport connection." Flow is also defined in RFC 3917 as "a set of IP packets passing an observation point in the network during a certain time interval."

Conceptual description

A flow can be uniquely identified by the following parameters within a certain time period:

Flow (policy debate)

In policy debate, the flow (flowing in verb form) is the name given to a specialized form of notetaking or shorthand, which debaters use to keep track of all of the arguments in the round.

It incorporates specialized and individualized abbreviations, notations, and symbols that allow debaters to keep up with the rapid speed of delivery in most speeches while making a record of as much as possible. Some examples of these abbreviations used on a flow are "DA" for a disadvantage and "K" for a kritik (critique).

Utilization and Restrictions

Flowing can be done on paper or on a laptop using a generic spreadsheet program such as Microsoft Excel. Debaters have utilized more specialized software or integrative programs that work in tandem with Microsoft Office. These programs have been usually designed by debaters and former debaters for flowing.

In collegiate debate, computers may be used in any round, however some high school tournaments and organizations do not allow their use. Those tournaments that follow the National Forensic League regulations may or may not allow laptops depending on the district. Debaters often prefer to use legal paper to be able to capture the numerous arguments read on each position. Numerous sheets of paper (or tabs in a spreadsheet) are used each round as debaters normally use one sheet for each different type of argument read. Debaters often save flows from previous rounds to keep records of both affirmative cases and strategies used by opponents.

Flow (mathematics)

In mathematics, a flow formalizes the idea of the motion of particles in a fluid. Flows are ubiquitous in science, including engineering and physics. The notion of flow is basic to the study of ordinary differential equations. Informally, a flow may be viewed as a continuous motion of points over time. More formally, a flow is a group action of the real numbers on a set.

The idea of a vector flow, that is, the flow determined by a vector field, occurs in the areas of differential topology, Riemannian geometry and Lie groups. Specific examples of vector flows include the geodesic flow, the Hamiltonian flow, the Ricci flow, the mean curvature flow, and the Anosov flow. Flows may also be defined for systems of random variables and stochastic processes, and occur in the study of ergodic dynamical systems. The most celebrated of these is perhaps the Bernoulli flow.

Formal definition

A flow on a set X is a group action of the additive group of real numbers on X. More explicitly, a flow is a mapping