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New LDP Collection Editor & Review Coordinator

Posted by timothy on from the keeping-things-in-line dept.

drfickle writes: "Although there has not yet been a formal announcement, David Merrill has stepped down as the Linux Documentation Project Collection Editor & Review Coordinator and appointed Joy Yokley Goodreau as his replacement. Joy has been very active in the LDP community for well over a year and has represented the LDP at many Linux conferences. She is an employee of the IBM Linux Technology Center on the LDoc team."

8 comments

  1. gfhgfdhgfdhgfdhgfs fgsdh gf by forkspoon · · Score: -1

    hfdchgsgsdhdfsh hgfsh hgfs hgfs hgsdf hgsh gsd

    what is combinatorics?

    1. Re:gfhgfdhgfdhgfdhgfs fgsdh gf by trollbot · · Score: 0, Offtopic
      Combinatorics is a branch of mathematics. It studies finite collections of objects that satisfy certain criteria, and is in particular concerned with counting the objects in those collections (enumerative combinatorics) and with deciding whether certain "optimal" objects exist (extremal combinatorics).

      An example of a combinatorial question is the following: What is the number of possible orderings of a deck of 52 playing cards? That number equals 52! (see factorial). It is the product of all the natural numbers from one to fifty-two. It may seem surprising that this number, about 8.065817517094 × 1067, is so large. That is a little bit more than 8 followed by 67 zeros. Comparing that number to some other large numbers, it is greater than the square of Avogadro's number, 6.022 × 1023, "the number of atoms, molecules, etc., in a gram mole".

      Calculating the number of ways that certain patterns can be formed is the beginning of combinatorics. Let S be a set with n objects. Combinations of k objects from this set S are subsets of S having k elements each (where the order of listing the elements does not distinguish two subsets). Permutations of k objects from this set S refer to sequences of k different elements of S (where two sequences are considered different if they contain the same elements but in a different order). Formulas for the number of permutations and combinations are readily available and important throughout combinatorics.

      Some very subtle patterns can be developed and some surprising theorems proved. One example of a surprising theorem is of [Frank P. Ramsey]?:

      Suppose 6 people meet each other at a party. Some of those already know each other, some of them do not. It is always the case that one can find 3 people out of the 6 such that they either all know each other or that they are all strangers to each other.

      The idea of finding order in random configuration gives rise to [Ramsey theory]?. Essentially this theory says (in mathematical language) that any random configuration will, if it is large enough, contain smaller configuration of a given type. For example if you try hard enough any pattern of stars can be found in the sky. It has been used to debunk claims that some patterns are especially meaningful.

      See also: Finite Mathematics

      HTH, HAND.

      --
      Greetings, for free software!
  2. LAPD by MMMMMMMMMMMMMMMMMMMM · · Score: -1

    bah... unfunny.

  3. The LDP by Anonymous Coward · · Score: -1, Troll

    Muneo Suzuki just got kicked out of the LDP for graft. This wouldn't have been an issue if its policies were based on the GPL.

  4. nobody gives a shit by Anonymous Coward · · Score: -1, Troll

    wow. Slashdot has hit a new low for dumb stories.

  5. Slashdot hogs bandwidth with unneeded headers by Crusty+Old+Socks+Man · · Score: 0, Offtopic

    Several useless headers, which serve no purpose but to humor the creators of Slashdot, have been found! These headers are nowhere to be found in the specifications of any protocols, such as HTTP.
    Because each byte sent or recieved on the internet uses up bandwidth, we at the Krochner Institute (website currently down) know that this is a most vile issue among users of standard telephone modems. With 33.6k and 56k users still the majority on the internet, their small and important share of bandwidth gets sucked up by every Slashdot page they view.
    Therefore, if you use a dialup telephone modem connection, it is in your best interests not to read Slashdot. Save yourselves from the agony of lost bandwidth and longer loading times now, before it is too late!

  6. Virus HOWTO by Anonymous Coward · · Score: 2, Insightful
    A much more interesting LDP story is the ongoing debate on the mailing list regarding the proposed virus writer's HOWTO.

    Basically this boils down to the free speechers vs. those who feel it's inappropriate for the LDP and would be bad for PR.

    I tend to the latter view: let it be published elsewhere, but it's too contentious for the LDP.

    1. Re:Virus HOWTO by lupercalia · · Score: 2

      This is not the whole truth. There is no question of whether we will publish the document. The question is how it needs to be expanded in order to be a responsible document that helps people defend as much as it helps people potentially attack Linux systems. We are not into the censorship business.