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Above photo: leah shockto and sierra house at the registration table right ; : simone pemma wonders why uncle dj has presley's shawl on.
Departmental office, b401 simon jolly, jackie everid and david scott work together to provide the administrative support for the mathematics department. simon jolly is the postgraduate administrator and can be found in the departmental office, room b401. jackie everid is the undergraduate course co-ordinator and can be found in the departmental office, room b401, as well. david scott is the departmental manager. his office is room b405a. the departmental office is open for enquiries between 10.00 12.00 and 14.00 16.00 during term time, although there might be periods when the staff has to be at meetings. all non-academic enquiries should be directed here. you can contact the office via email or telephone. email addresses are: admin maths.lse.ac reaches all three people simon maths.lse.ac or s.jolly lse.ac ; jackie maths.lse.ac or j.l.everid lse.ac ; david maths.lse.ac or d ott1 lse.ac . the telephone number of the office is 020 - 7955 7494; fax 020 - 7955 6877.
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Determines whether or not any of the players wish to forfeit their ante blind wager or continue to play texas hold `em. if the player chooses to play, he will place a bet in the "play" circle equal to his "ante blind" bet. if the player chooses not to play, he will forfeit his "ante blind" wager; however, the 5 card or 7 card ; hold `em bonus wager will remain in action. upon players making this first decision, the dealer will proceed to expose the three 3 ; flop community cards and determine if any players choose to "raise" the texas hold `em wager. once the "raise" wagers are made, the dealer will proceed to either settle the 5 card hold `em bonus wagers, based on the posted pay table or expose the final two 2 ; community cards known as the turn and the river and settle all 7 card hold `em bonus wagers based on the posted pay table. beginning to the dealer's right, the dealer will say "five card bonus" or "seven card bonus" ; . after the hold `em bonus wagers are settled, the dealer will then expose his two cards. from these seven cards the dealer and the player make the best five-card best online poker room hand where the higher of the dealer's and each player's hands wins. the dealer's best five-card poker hand should be isolated from the five 5 ; community cards. ties are pushes. the winning players are paid even money on all wagers, i.e., the ante blind, play and raise wagers. in addition, if the casino opts for the 5 card hold `em bonus game, the players are eligible for an ante bonus if the player has made a texas hold 'em ante blind ; wager and the best five of the player's seven cards form a full house or better, the player will receive an additional bonus paid on the ante. the outcome of the player hand versus the dealer hand has no bearing on the ante bonus; the ante bonus is paid as long as the player has a full house or better. once the dealer settles all bets he moves on to the next game or best online poker room. 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A week ago, i took my first and potentially only trip to the supreme court and i have decided to share my experience kassia miller '06 columnist with you, the readers, the law students, the potential supreme court tour guides. a word on each of the justices, from left to right, for visual effect. ginsburg is pinched and lacy. scalia is the uncle that you always see at holidays and avoid hugging because you're scared. souter is the professor, a cross between dooley and harrison with a hint of hopson every time he gestures. stevens is the grandfather you never had but you wish you did. he also comes in second after ginsburg for neck apparel, donning his ever perky bowtie. roberts is the one that wears glasses to look older and wiser. he also sounds like he's giving a valedictorian speech. o'connor has a touch of senioritis, but is trying not to let it show. between you and me, i think she's even stopped dying her hair. kennedy is the one having side conversations with anyone who will listen. thomas is the guy who slumps down and wishes he could be in the back row. he rocks back and forth so much he could give lily tomlin a run for her money. and breyer, the most junior member of the court, fulfills his low expectations by being the go-to jokester when no one else knows what to say. the first order of business is the induction of several lawyers to the supreme court bar. this process involves someone going up to the podium and saying, "chief justice roberts and may it please the court, i nominate my daughter susie sunshine to the bar of this court. i'm confident that she has the requisite capability to fulfill this job." seriously, these people just go up to the podium and request that their kid get let into the club. no mention of what the "requisite capability" is, other than being able to identify your other family members by name. but it's of no consequence, because roberts gladly welcomes them all. after the "housekeeping" issues were taken care of by the way, i really hate that expression ; , it was time for the argument. the issue was one of sovereign immunity. basically, this means you can't sue the government. but then congress passed the federal tort claims act which said that you can sue the government for torts. but then they put a bunch of exemptions in there, again rendering the government immune it helps if you draw a picture ; . here, the question was whether an exception pertaining to a tort related to the "loss, miscarriage, or negligent transport of mail" by the u.s. postal service applied to the facts at hand. the facts were, in a word, glorious. a woman tripped over a box that was left on her porch negligently and the issue was whether this fell under the post office exception, or whether it was an ordinary case of "tripped you with a box" negligence and the government could be sued. so, long story short, i went to the supreme court to see a slipand-fall case. as the argument begins, the questioning traces the line between a regular act of negligence versus an act of mail-induced negligence. the justices were asking the petitioner's attorney why the act of delivery doesn't count as part of carrying mail. they do not ask what i think is a more pertinent question, which is where else is the postman supposed to leave your packages if not in plain view on the porch? hide them? again, this tertiary is. Proof the cost of the optimal solution is at least n + n2 ; , need to buy a connected graph, which costs at least n - 1 ; , and there are n2 ; distances, each of which is at least 1. to bound the quality of the solution, consider the distance costs and edge costs separately. the distance cost is at most n2 d, and thus is at most d times the minimum possible. we now examine edge costs. first we consider cut edges, those edges whose removal disconnects g. there are at most n - 1 cut edges, so the total cost of all cut edges is at most n - 1 ; , which in turn is at most the optimal solution cost. now consider the set of all noncut edges paid for by a vertex v. we will argue that there are o nd ; such edges, with cost o dn ; for node v, and thus the total cost of all noncut edges is o dn2 ; . this will establish that the cost of g is dn2 ; , completing the proof. pick a node u, and for each edge e u, v ; paid for by node u, let ve be the set of nodes w, where the shortest path from u to w goes through edge e. we will argue that the distance between nodes u and v with edge e deleted is at most 2d. thus deleting e increases the total distance from u to all other nodes by at most 2d|ve |. since deleting the edge would save in edge costs and g is stable, we must have that 2d|ve |, and hence |ve | 2d. if there are at least 2d nodes in each ve , then the number of such edges adjacent to a node v must be at most 2dn , as claimed. we now bound the distance between nodes u and v with edge e deleted. consider figure 19.1, depicting a shortest path avoiding edge e. let e u , v ; the edge on this path entering the set ve . the segment pu of this path from u to node u is the shortest path from u to u and hence deleting e does not affect the shortest path. so pu is most d long. the segment pv from v to v most d - 1 long, as pv e forms the shortest path between u and v . thus the total length is at most 2d. using this lemma, we can bound the price of anarchy by o ; . theorem 19.5 the diameter of a nash equilibrium is at most 2 , and hence the price of anarchy is at most o ; . proof from lemma 19.4, we need only prove that for any nodes u and v, dist u, v ; 2 . suppose for nodes u and v, dist u, v ; 2k, for some k. the and official poker rule. 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"but no, you start off by dropping your blockbuster on their number-one facility this morning and wiping out a third of the mossad's cadre in the washington area, using about a thousand per cent overkill. then, before they've even had time to catch their breath from that, you butcher their top-- i mean their top-- agent in the country and kill their top goy politician besides, not to mention miscellaneous government employees. you've escalated things to the thermonuclear stage before i could even get into the act." oscar did not respond, and there was silence on the line for a few seconds before ryan continued, somewhat cooler. "i was planning to let this scenario develop much more slowly, while i worked on some other things, such as black rioters. one good thing about the way you've started it off, though, is that you've panicked the israelis. they're usually pretty levelheaded, and one of my fears was that they'd figure out it wasn't really the palestinians who were knocking off their guys. but now you've got them so paranoid that they feel forced to take drastic action immediately, and that'll be their undoing. "the agency is intercepting most of their communications, and we know they've already called in a team of 2o of their trained killers from israel, who'll be flying here sunday. better yet, they're planning to kidnap abu kareem, the chief of staff in the plo mission to the un in new york. they intend to drug him, pack him in a crate, and ship him back to israel on an el flight just the way they did adolf eichmann, so they can torture him and find out who snuffed schwartz and blew up their debriefing center on k street. if we're lucky both of those operations will take place simultaneously, and we can nab `em in the act. then, if i'm able to work the media just right, we can go after the rest of their crew. but i can't afford to have any more surprises until that's done, yeager, so just take that quarter of a million you gouged out of me and have yourself a nice, long vacation. understand? don't do anything else now." "gotcha, partner. say, did they find my koran? i left it in the glove compartment, but it looked to me like there wasn't enough left of that van to put in a matchbox." "yeah. we found the engine and most of the front end of the van in the basement, and one of our men spotted your koran almost as soon as we had hoisted the wreckage back up onto the pavement and started going through it. the israelis were looking over our shoulders the whole time, of course." then ryan chuckled, "probably the best thing you did today was something that wasn't even part of your assignment, and that was killing carter. more than anything else, that'll guarantee me a free hand, with no interference from the bleeding-heart liberals in congress. not that carter was especially liberal, but the one kind of crime those bastards are in favor of cracking down on is crime against themselves. if you or i get knifed by a black mugger, their main concern is that the cops don't violate the mugger's civil rights. but if one of them gets knifed-- well, that's a different story. 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The primary aim of this work was to explore differences between schools in disadvantaged areas, not to make comparisons with more advantaged schools. nevertheless, an important initial finding was that, consistent with the findings of thrupp 1999 ; and others, all of the case study schools had features that were viewed by their staff as being distinctive from those of schools in less disadvantaged areas. about half of the interviewees made direct comparisons with other schools in which they had taught, and others referred to contrasting experiences as parents or pupils in middle class schools, giving a strong indication that what was being described in these schools was not the norm elsewhere. the disadvantaged contexts of the schools appeared to be influential for classroom practice and teaching resources, and for school organisation more broadly, generating numerous relatively small process effects that together contributed to school environments that were described as being characteristically different from those found in more advantaged settings. here i have briefly outlined these effects under five headings: additional learning needs; material poverty; the emotional climate and disturbed behaviour; reluctant participation; and the unpredictable school. additional learning needs the first distinctive feature was the wide range of abilities and prior attainment within the schools and in particular the extreme learning needs of the lowest attainers. these were difficult to meet, even where additional learning support was provided, and generated additional demands on mainstream teaching staff. teachers reported a lack of appropriate books and worksheets for lower ability pupils, meaning that they had to create their own resources, a disproportionately time-consuming activity. at both of the inner city schools which had large numbers of ethnic minority pupils, the same was also said of resources for pupils at the early stages of english. not all the teachers interviewed were confident of their ability to create appropriate resources for pupils at the very early stages of learning, or with limited english. they saw this as a specialist job for which their general teacher training had not equipped them.
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