chess-The Oxford Companion to Chess - First Edition by David Hooper & Kenneth Whyld
COMPANION SQUARES, COMPDNSATION, adlanlages Nhich batance those held by an adrcrsary. Fo. exanple, one plal€r might lose material but Eain posilional advanlaee as compensadon. COMPDTITION in chess conskk al o.c lcvcl of natches. at anolher level oI cxhibilion. simultaneous, blindfold. or consulu tion games, a.d ar a tbird leveloflriendlycontesrs All nay be plryed ov.R-rrr-uoARD; somc by s. For problens and studics thcrc are composing tourneys and solling COMPLETE BLOCK PROBLEM! see DLocK COMPLEIe CEESS. see GREAT csrss. COMPOSnION, a posirion olhcrlhan one whi.h oeu6 in a gamc. usually but not necessarily composedlorsolving. The accomPrnyinglexrmay provide inlomarion loi the sludcnt. stipulations for lhe solvcr. or a statement of the conposer's achievement. Compositions nay be clasified under six headings as lollows: (1) puz?r.s, rhcsc are as ancient as chcss iisell and manydo not requne knowledee olthe game. The kNrcHr'srouR.Ior exanple, is a mathenalical (2) DrDAcrc posnoNs: (3) sroDr.si (a) pRoBr.vs. From ai lcasl as lar back as lhe 9th cenlury Gee riANsaD^) unlil lhe early 19th century $ese were grouped .s iI olooe kind; and it som.rimcs seems.s il thn were thc casc /e '/r. "'e A problem by the Enghh conposer Horatio Bohon (r793-1871), Ches Plaler's Chrohi.l.. 1841 1b7+Kbs 2Bf4+ Rc7 3Kg6h5 4Be5 h,l 5(h795+ 6Kg8h3 7Ki8h2 8Bxb2g4 I Be5 e3 l0Ke8g2 1lKd8g1=O 12 Uxc7. This position could havc bccn scl as a study (whirc ro plal and Nin) o r as a didactic posilion: the solu lion In llj.16 ar..xANDRF Fblhhcd a collcction of 2020 posilions conshting ol l217 o.thodox prcblens, 136 nudies and didactic posilions, and 66, COMPUTERS AND CHESS 73 conditional problens and fairy problemsa how c!er. the authordid not makethhclassiicatio. bul miaed them all rogether. In the late 1830s a penod oI specialization began and belore long eacb oI th.se threc kinds ol composition Caincd dhtincl (5) coNsnumoN rAsK: (6) R sn The lirsld.teslron la4g thesecondfiom the 1850s, but .cith.r was developed to y greal extcnt until lhe 20rh centnry. In 1961 rhe FIDE Pernanenl Connission for Chess Cohposnions began publicarion ol tne FDr ALBUMS. These conlain a seleclion ol all kinds oI composiiio. except didactic positions. COMPROMISED DEFENCE, 47,1 in the El^Ns caMBrr, a graphic and co.recl descriprion ot a iine analysed by in Stlachzerung,1851, ^NDERSSEN COMPUTERS AND CIIESS. Under the delusion thal skill at chess is evidence of hish inteligene thc public has long been fascinaled by the idea ot chess-playinsmachines. (seeAWMArcN.) In 1864 Charles Babbage considered thc Lse of a computer loi this purpose, but suitable equipment was dor available befo.e the elecironic age. The n61 simple conpurer Prosrad lor chess was specined around 1947 by the English mathemalician Alan Turing. ard in 1949 Claude Shanno" prese.led a seninal paper in the USA rhat became the basis for nosr strbsequent research on $e subject. Makng a compurer play a legal game. no{evcr bad, is appare.lly simdc but there are dif6 llies su.h captures, .^suNc, threelold ,Nd LhC FIM MOVF IAW The nefisrage is toensure thallhc progr.m avoids lcaving licccs .N pR'sE. lakes favounble exchanCcs. t.ies to conrrol lhe enlre, develops the pieces,andsoon Deliningp.iondesisle$easy.ls itbeuerroexchange aLnighr forabishof ortotakc conrol al an importani diagonal? The aademic reasoB for investigating chess on cotupules are rhar it seNes as a model oI f,any abslrao decision-making proccrscs and h a means of developing machine inteligence. When a naster gives reaens ior a move lhese are olten bded on r.tionaMadon ailer play has ended, Annotating a Same aeainst rARuscr jn tnc Haslings 1922 tournamcnt book aLEXHTNE said he was snrpdsed by his opponenlt iourlh nove. h hn colection of besr sames snlren ile yea6 laler Alethine said he made his lourth nove confidcnt of Tarrasch's reply in ord€r lo tesl lhe vanadon. By neans oI compuler chess scientisrs hope to isolate decision oitena that a cMxDMAsnR nscs inluitivcly. Aller a nachine has been progranned sith the b6i. abilityto make legalnoves iI nust be given skill. The three ways in which thh can be donc arc to some ertent mnpienenlary. The firsl is 'brute fore-i this foliovs a proedure faniliar ro all playctr, 'Il I Co here and be goes there . . . , and ideally each lineshoDld be pursucdto aconclusionl bulsucbisrheinexhaustibilityolchesslhatif every
74 COMPU1IRS AND CHESS @mpuler now exisling had been calculaling with out duplication a1 millions of ope.ations a secood sincc the earth solidified the iask would hardly have been begun. The nore moves the conputer can examine in this liee sedch the belter, bu1 ultinately each terminal posilior has to bc assessed and anything oih.r than a maie or decisive gain oI malerhl involves utrertainly. The second approacb is lo use as far as possible a librdy oI slored inlomation. Comon opening noves can he called loBard without calolation. ard the same is possibl. if a slan.lard e.dgame n reached. The third melhod is to seet pattems or fearues in :r position so that sone kind of stralegical judgeme.l nay be applied. ftograms.an be made to 6ses the effectivene$ of their own nethods and to vart then osn cnreria, perhaps leaming to play ches betrer than the per$n *ho trro1e the progran. These are aspecis ol great importance for the research oI artilicial inteUigence. Contrary to popular helici a gra.dmaster does .oi often calculare much turrher ahead ihan ordinary players doj his greater playirg srength stens frcm a quick appreciation olihc coherence a.d significa.ce ofa positiotr. As yel no-one kno*s qhar iniuirive reactions de tomedinthatinslantof recogrition. ln l958acomputerplayedchesscodeclly. i.e. in ,...rdrn.e vfuh rhe l:m t'nr the nnt senons program cahe in 1966 shen Mac Hack became opemrional in the USA. The lollowing year it played. unsuc@ssfully, in an ordinary tonrnament and at about rhe same time contests beSan to be held betNeen ompute$. The fistonputerNorld chanpionship was heid at Stockholm in l9?4 sncn 13 programs frcm eighl count.ies iook pa!t. Tbe winner, Kaissa, was from the USSR. Ihe second chanpioDship, Toronto 1977, and the third, Linz 1980, pere son by American progiams. Thcsc conlests are primarily scientiic meetings. In 1976 the 6rst ches playine conputes ior popular use cane on the narket and vilhi. nve year there was an abundant supply oI machincs capable of giving a good game lo all but tbe besi playeE. There is no connercial incendle to rane the playing stength of these computeB becausc this world hardly cnlarge the polential market. Imp.ovenents are aimed at increased lacilides such asmoving thepiecesautonatically,oratpnce .educdon. These machines all use STANDARD NorarroN thus speeding the denise of lhe once poPular DEs.RmvE NorAnoN. Besides providing anusement or lraining lacililies there are olher says in which conpuier can hc.enl chess. TIEy can be used 10 check the soundness oI problems, and here tne brutc lorce' nethod is essertiali every possible series oI moves within rhe limil specified in any dnect nare problen nust be exanined. Solutions ol sludies and tbe play in classical games nay be reexamined. Archives can be kept to mainlain gane scores or .esults or 10 check Foblems or studies tor atrticipatio!. Adhinishalive tasks such as rakng draws tor swss sysmM lourname.ts or ensunng the accuracy ot lypc{ctting for printe( can bc carricd out by compnter. ln rhis position from lhe second computer Norld chanpionshiplheprogamforBlackplayedS,l. . . Res. Five hundred spectatoB includinc many masteis wondered what had gone vrong wirh the program. Subscqueni testing revealed that tbe compuler had rcjecred 34 . . Kg7 because oi rhe Iorced nate in 6re: 35QE+ KxI8 368h6+ Kg8 (o' 36...B97) 3?Rca+Qd8 38Rxd8+Re8 39 Rxe8. This exampte iluslraies lwo points: fi6t, compuleE nay 6nd brilliancies overlooked by expert playersi second, any exPert who h.d seed the male would still have played 34 ... Kg7, hoping the opponcnt mighi olcrlook thc quccn sacri6ce.because34...Re8offered.ohope.Tbe conputer always assunes thar lhe opponenl will play the best nove. For exa6ple, in an even positio^ acomputcrmighl considcr making a pawn sacrifice that led to a clear advantage i. ten vanalions but vould rejecr this sacnlce it one extrerely obscure varialion ted to disadvanlage. A human, however, night think il Ras worth a paw. to make the opponeni Nalk a tightrope A project in-easingly being tactled is that ot nndine the besr play from any position (an oprimal data base) rorcedain BAsc ENDCAMES.In 1975 an A ificial Intelligence unn ol a. insritute in MatoF ca eslablished lhe 22,i100 posirions r+R v. r, White 10 play. The program Nd developed iro6 a Second World War te.nniqE for detccti.g submannes. In 1977 Arlazarov and Ftrter, in Moscow, elanined lhe ending K+ Q+P !. K+Q andstored the nore than 100 million positions on nine magnetic tapcs. Playing in Vit.iLs BRoNSr.rN reached such an ending and alteradjoumnent he telephoned rhe progrannes in Mosco{ They searchcd thc data base lor thc rclcvant cxamples, printed lhem, and put tbem on the nighr train ro Vilnius. Arlazarov also conpleted a data base for (+R+Pv. (+R. Strdhl.in andzagler. Germany, published then data bases Io. K+Rv. K K+Rv. K+B in 1978. Thompson ol Anerica pu1 the approrinately two million positions K+Ov. K+RWhitc to play and aboul the same nnnbe. Black to play on afle. They sho*ed th.t no winning line of play needed more than 31 6oves. Both BERLTNER. whose do.toral thesis was on .ompltcr chess. aod
- Page 32 and 33: BARING CHESS 23 % t i w % ,9 b4 (wr
- Page 34 and 35: BASIC ENDGAME 25 posnionrhar can be
- Page 36 and 37: BELYAVSKY 27 xJ2 Bxg3+ is threatene
- Page 38 and 39: BERLINER 29 noted rhat (l d4 c5)2.1
- Page 40 and 41: BIRD 31 move, Ircm rhree lo nve and
- Page 42 and 43: BISHOPS OF OPPOSITE COLOUR 33 Tso b
- Page 44 and 45: he playcd. and relreshing himself r
- Page 46 and 47: Philidor plarinp blindJ.ld at Px$lo
- Page 48 and 49: Dr!\cnnnathe,d\mlcottr/hte!lpuM)t4N
- Page 50 and 51: cur back his chess activiies. Hh Ni
- Page 52 and 53: choicc of moves. These artistic req
- Page 54 and 55: BOO(, k.own infornalion ahoui tbc o
- Page 56 and 57: BOURDONNAIS 47 DOTVINNIK VaRIATION.
- Page 58 and 59: BRINCXMANN 49 Frar Clenens Honoratu
- Page 60 and 61: BUCKLE 51 shosing what mighl have o
- Page 62 and 63: No-Movd conPose6 of his gene.ation.
- Page 64 and 65: ioumament 1896. this defe.ce w6 use
- Page 66 and 67: cibler ollhe 158 march and tournane
- Page 68 and 69: caRO VARTATION- 44-1 in ib knorm \i
- Page 70 and 71: .rss.. Caxton\ t.nshiior oI Cesol.\
- Page 72 and 73: Checknare is a unique charactcrisli
- Page 74 and 75: N. I. Greko!, M. /. cl4,r;n (1939)
- Page 76 and 77: CLEAN SCORE 67 CTRCULAR CEESS. see
- Page 78 and 79: novel kind of .lock was prorided by
- Page 80 and 81: 7E ol Jamaica and H. F. W. La.e of
- Page 84 and 85: BRowNE played this ending against r
- Page 86 and 87: CONTROI- NOTATION 77 eration is the
- Page 88 and 89: R.8 15b.rNcd7 16Bg3Nb6 17Qb3Nfd5 l8
- Page 90 and 91: CRACOW VARIATION 8I 7r. C/'6r C,n.
- Page 92 and 93: CYC]TC PLAY 83 outsranding analrsr,
- Page 94 and 95: DABBABA..n uno.thodox LtaPER used i
- Page 96 and 97: DEMONSTRATION ROARIJ 3? a% "ffifrw
- Page 98 and 99: tsla.l iniourcednaloin three by23.
- Page 100 and 101: DIAGRAM, a piclorial representation
- Page 102 and 103: DoMINATIoN, a study lem indicating
- Page 104 and 105: The objecr, morc often than no1, n
- Page 106 and 107: DUPI-EX 9? comncnls on the Sxde arc
- Page 108 and 109: DUr'CIl VARIATION. 39. a standard l
- Page 110 and 111: pa of the bod! qhrch rr A dcstred t
- Page 112 and 113: ENGELS !03 FIDE title system is lou
- Page 114 and 115: as ambasador. ln relurn d'6onwas sc
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- Page 118 and 119: entre. AIso 414 in the spaNrss opEN
- Page 120 and 121: EALKBEER VARIA'I ION, 321 . la Scha
- Page 122 and 123: A posnion bl tne French inalyst Pie
- Page 124 and 125: chess ser and sood became deeply ab
- Page 126 and 127: Mt 60 Memorobk eMd. a classic of pa
- Page 128 and 129: Ii$l pria ahead of Bogoljubow, L L.
- Page 130 and 131: seond board lor bis suntry in tbe O
COMPANION SQUARES,<br />
COMPDNSATION, adlanlages Nhich batance<br />
those held <strong>by</strong> an adrcrsary. Fo. exanple, one<br />
plal€r might lose material but Eain posilional<br />
advanlaee as compensadon.<br />
COMPDTITION in <strong>chess</strong> conskk al o.c lcvcl of<br />
natches. at anolher level oI<br />
cxhibilion. simultaneous, blindfold. or consulu<br />
tion games, a.d ar a tbird leveloflriendlycontesrs<br />
All nay be plryed ov.R-rrr-uoARD; somc <strong>by</strong><br />
s. For problens and<br />
studics thcrc are composing <strong>to</strong>urneys and solling<br />
COMPLETE BLOCK PROBLEM! see DLocK<br />
COMPLEIe CEESS. see GREAT csrss.<br />
COMPOSnION, a posirion olhcrlhan one whi.h<br />
oeu6 in a gamc. usually but not necessarily<br />
composedlorsolving. <strong>The</strong> accomPrnyinglexrmay<br />
provide inlomarion loi the sludcnt. stipulations<br />
for lhe solvcr. or a statement of the conposer's<br />
achievement. Compositions nay be clasified<br />
under six headings as lollows:<br />
(1) puz?r.s, rhcsc are as ancient as chcss iisell<br />
and manydo not requne knowledee olthe game.<br />
<strong>The</strong> kNrcHr'srouR.Ior exanple, is a mathenalical<br />
(2) DrDAcrc posnoNs: (3) sroDr.si (a) pRoBr.vs.<br />
From ai lcasl as lar back as lhe 9th cenlury<br />
Gee riANsaD^) unlil lhe early 19th century $ese<br />
were grouped .s iI olooe kind; and it som.rimcs<br />
seems.s il thn were thc casc<br />
/e '/r.<br />
"'e<br />
A problem <strong>by</strong> the Enghh conposer Horatio<br />
Bohon (r793-1871), Ches Plaler's Chrohi.l..<br />
1841 1b7+Kbs 2Bf4+ Rc7 3Kg6h5 4Be5<br />
h,l 5(h795+ 6Kg8h3 7Ki8h2 8Bxb2g4 I<br />
Be5 e3 l0Ke8g2 1lKd8g1=O 12 Uxc7. This<br />
position could havc bccn scl as a study (whirc ro<br />
plal and Nin) o r as a didactic posilion: the solu lion<br />
In llj.16 ar..xANDRF Fblhhcd a collcction of<br />
2020 posilions conshting ol l217 o.thodox prcblens,<br />
136 nudies and didactic posilions, and 66,<br />
COMPUTERS AND CHESS 73<br />
conditional problens and fairy problemsa how<br />
c!er. the authordid not makethhclassiicatio. bul<br />
miaed them all rogether. In the late 1830s a penod<br />
oI specialization began and belore long eacb oI<br />
th.se threc kinds ol composition Caincd dhtincl<br />
(5) coNsnumoN rAsK: (6) R<br />
sn <strong>The</strong> lirsld.teslron la4g thesecondfiom the<br />
1850s, but .cith.r was developed <strong>to</strong> y greal<br />
extcnt until lhe 20rh centnry.<br />
In 1961 rhe FIDE Pernanenl Connission for<br />
<strong>Chess</strong> Cohposnions began publicarion ol tne FDr<br />
ALBUMS. <strong>The</strong>se conlain a seleclion ol all kinds oI<br />
composiiio. except didactic positions.<br />
COMPROMISED DEFENCE, 47,1 in the El^Ns<br />
caMBrr, a graphic and co.recl descriprion ot a iine<br />
analysed <strong>by</strong><br />
in Stlachzerung,1851,<br />
^NDERSSEN<br />
COMPUTERS AND CIIESS. Under the delusion<br />
thal skill at <strong>chess</strong> is evidence of hish inteligene<br />
thc public has long been fascinaled <strong>by</strong> the idea ot<br />
<strong>chess</strong>-playinsmachines. (seeAWMArcN.) In 1864<br />
Charles Babbage considered thc Lse of a computer<br />
loi this purpose, but suitable equipment was dor<br />
available befo.e the elecironic age. <strong>The</strong> n61 simple<br />
conpurer Prosrad lor <strong>chess</strong> was specined around<br />
1947 <strong>by</strong> the English mathemalician Alan Turing.<br />
ard in 1949 Claude Shanno" prese.led a seninal<br />
paper in the USA rhat became the basis for nosr<br />
strbsequent research on $e subject. Makng a<br />
compurer play a legal game. no{evcr bad, is<br />
appare.lly simdc but there are dif6 llies su.h<br />
captures, .^suNc, threelold<br />
,Nd LhC FIM MOVF IAW<br />
<strong>The</strong> nefisrage is <strong>to</strong>ensure thallhc progr.m avoids<br />
lcaving licccs .N pR'sE. lakes favounble exchanCcs.<br />
t.ies <strong>to</strong> conrrol lhe enlre, develops the<br />
pieces,andsoon Deliningp.iondesisle$easy.ls<br />
itbeuerroexchange aLnighr forabishof or<strong>to</strong>takc<br />
conrol al an importani diagonal?<br />
<strong>The</strong> aademic reasoB for investigating <strong>chess</strong> on<br />
cotupules are rhar it seNes as a model oI f,any<br />
abslrao decision-making proccrscs and h a means<br />
of developing machine inteligence. When a naster<br />
gives reaens ior a move lhese are olten bded on<br />
r.tionaMadon ailer play has ended, Annotating a<br />
Same aeainst rARuscr jn tnc Haslings 1922<br />
<strong>to</strong>urnamcnt book aLEXHTNE said he was snrpdsed<br />
<strong>by</strong> his opponenlt iourlh nove. h hn colection of<br />
besr sames snlren ile yea6 laler Alethine said he<br />
made his lourth nove confidcnt of Tarrasch's reply<br />
in ord€r lo tesl lhe vanadon. By neans oI<br />
compuler <strong>chess</strong> scientisrs hope <strong>to</strong> isolate decision<br />
oitena that a cMxDMAsnR nscs inluitivcly.<br />
Aller a nachine has been progranned sith the<br />
b6i. ability<strong>to</strong> make legalnoves iI nust be given<br />
skill. <strong>The</strong> three ways in which thh can be donc arc<br />
<strong>to</strong> some ertent mnpienenlary. <strong>The</strong> firsl is 'brute<br />
fore-i this foliovs a proedure faniliar ro all<br />
playctr, 'Il I Co here and be goes there . . . , and<br />
ideally each lineshoDld be pursucd<strong>to</strong> aconclusionl<br />
bulsucbisrheinexhaustibilityol<strong>chess</strong>lhatif every