,,dewey ,,decimal ,,classification ,,c5t5nial #ahgf-aigf ,facsimile repr9t$ by ,=e/ ,press ,division ,lake ,placid ,educational ,f\ndation 99 99 99 ,pr9t$ & ,b\nd ,k+sport ,press1 ,inc4 ,,k+sport1 ,,t5nessee ,a ,,classification ,,& ,,subject ,,index ,,= ,,catalogu+ ,,& ,,arrang+ ,,! ,,books ,,& ,,pamphlets ,,( ,a ,,libr>y4 99 99 99 99 99 ,,amh]/1 ,,mass4 #ahgf4 ,,copyright$ #ahgf ,,melvil ,,dewey ,,preface4 ,! plan ( ! foll[+ ,classification & ,index 0 develop$ e>ly 9 #ahgc4 ,x 0 ! result ( sev]al mon?s' /udy ( libr>y economy z f\nd 9 "s hundr$s ( books & pamphlets1 & 9 ov] fifty p]sonal visits to v>i\s ,am]ican libr>ies4 ,9 ?is /udy1 ! au?or became conv9c$ t ! usefulness ( ^! libr>ies might be greatly increas$ )\t additional exp5diture4 ,?ree ye>s practical use ( ! sy/em "h expla9$1 leads him to believe t x w accompli% ?is result2 = ) its aid1 ! catalogues1 %elf li/s1 indexes1 & cross-ref]5ces ess5tial to ?is increas$ usefulness1 c be made m economically ?an by any o!r me?od :i* he has be5 able to f9d4 ,! sy/em 0 devis$ = catalogu+ & index+ purposes1 b x 0 f\nd on trial to be equally valuable = numb]+ & arrang+ books & pamphlets on ! %elves4 ,! libr>y is fir/ divid$ into n9e special libr>ies :i* are call$ ,classes4 ,^! ,classes are ,philosophy1 ,!ology1 c41 & are numb]$ ) ! n9e digits4 ,?us ,class #i is ! ,libr>y ( ,hi/ory2 ,class #g1 ! ,libr>y ( ,f9e ,art2 ,class #b1 ! ,libr>y ( ,!ology4 ,^! special libr>ies or ,classes are !n consid]$ indep5d5tly1 & ea* "o is sep>at$ aga9 into n9e special ,divisions ( ! ma9 subject4 ,^! ,divisions are numb]$ f #a to #i z 7 ! ,classes4 ,?us #ei is ! #i? ,division 7,zoology7 ( ! #e? ,class 7,natural ,sci5ce74 ,a f9al division is !n made by sep>at+ ea* ( ^! ,divisions into n9e ,sections :i* are numb]$ 9 ! same way1 ) ! n9e digits4 ,?us #eac is ! #c;d ,section 7,geometry7 ( ! #a/ ,division 7,ma!matics7 ( ! #e? ,class 7,natural ,sci5ce74 ,?is numb]1 giv+ ,class1 ,division1 & ,section1 is call$ ! ,classification or ,class ,numb]1 & is appli$ to e book or pamphlet belong+ to ! libr>y4 ,all ! ,geometries are ?us numb]$ #eac1 all ! ,m9]alogies #edi1 & s ?r\gh\t ! libr>y1 all ! books on any giv5 subject be> ! numb] ( t subject 9 ! s*eme4 ,:]e a #j occurs 9 a class numb]1 x has its normal z]o p[]4 ,?us1 a book numb]$ #eaj1 is ,class #e1 ,division #a1 b no ,section4 ,?is signifies t ! book treats ( ! ,division #ea 7,ma!matics7 9 g5]al1 & is n limit$ to any "o ,section1 z is ! ,geometry1 m>k$ #eac4 ,if m>k$ #ejj1 x w\ld indicate a treatise on ,sci5ce 9 g5]al1 limit$ to no ,division4 ,a z]o occurr+ 9 ! fir/ place w\ld 9 ! same way %[ t ! book is limit$ to no ,class4 ,! classification is ma9ly made by subjects or cont5t reg>dless ( =m2 b x is f\nd practically useful to make an additional di/9ction 9 ^! g5]al treatises1 accord+ to ! =m ( treatm5t adopt$4 ,?us1 9 ,sci5ce we h a l>ge numb] ( books treat+ ( ,sci5ce 9 g5]al1 & s hav+ a #j = ! ,division numb]4 ,^! books are !n divid$ into ,sections1 z are ^? ( ! o!r ,classes accord+ to ! =m !y h tak5 on4 ,we h ! ,philosophy & ,hi/ory ( ,sci5ce1 ,sci5tific ,comp5ds1 ,diction>ies1 ,essays1 ,p]iodicals1 ,societies1 ,education1 & ,travels1--all hav+ ! common subject1 ,,natural ,,sci5ce1 b treat+ x 9 ^! v>i$ =ms4 ,^! =m di/9ctions are introduc$ "h because ! numb] ( g5]al works is l>ge1 & ! num]als all[ ( ?is division1 )\t extra labor = ! numb]s f #eja to #eji w\ld o!rwise be unus$4 ,!y apply only to ! g5]al treatises1 :i*1 )\t !m1 w\ld h a class numb] end+ ) two z]os4 ,a ,diction>y ( ,ma!matics is #eaj1 n #ejc1 = e book is assign$ to ! mo/ specific head t w conta9 x1 s t #ejc is limit$ to ,diction>ies or ,cyclop$ias ( ,sci5ce 9 g5]al4 ,9 ! same way a ,g5]al ,cyclop$ia or ,p]iodical treats ( no "o class1 & s is assign$ to ! ,class #j4 ,^! books treat+ ( no special class1 b g5]al 9 _! "*1 are divid$ into ,cyclop$ias1 ,p]iodicals1 etc4 ,no difficulty is f\nd 9 foll[+ ! ari?metical law & omitt+ ! initial z]o1 s ^! numb]s are pr9t$ #ca1 #cb1 etc41 in/ead ( #jca1 #jcb1 etc4 ,! selection & arrangem5t ( ! ?\s& head+s ( ! classification _c be expla9$ 9 detail = want ( space4 ,9 all ! "w1 philosophical !ory & accuracy h be5 made to yield to practical usefulness4 ,! impossibility ( mak+ a satisfactory classification ( all k z pres]v$ 9 books1 has be5 appreciat$ f ! fir/1 & no?+ ( ! k9d attempt$4 ,!oretical h>mony & exactness has be5 repeat$ly sacrific$ to ! practical requirem5ts ( ! libr>y or to ! conv5i5ce ( ! dep>tm5t 9 ! college4 ,z 9 e s*eme1 _m m9or subjects h be5 put "u g5]al heads to :i* !y d n /rictly belong4 ,9 "s cases ^! head+s h be5 pr9t$ 9 a di/9ctive type1 e4 g41 #dbi ,anglo-,saxon1 "u ,,engli% ,,philology4 ,! rule has be5 to assign ^! subjects to ! mo/ ne>ly alli$ heads1 or :]e x 0 ?\ght !y w\ld be mo/ useful4 ,! only alt]native 0 to omit !m altoge!r4 ,if any su* omission occurs1 x is un9t5tional & w be suppli$ z soon z discov]$4 ,:]ev] practicable ! heads h be5 s arrang$ t ea* subject is prec$$ & foll[$ by ! mo/ ne>ly alli$ subjects & ?us ! greate/ conv5i5ce is secur$ bo? 9 ! catalogues & on ! %elves4 ,!oretically1 ! division ( e subject into j n9e heads is absurd4 ,practically1 x is desirable t ! classification be z m9ute z possible )\t ! use ( additional figures1 & ! decimal pr9ciple on :i* our s*eme h+es all[s n9e divisions z readily z a less numb]4 ,?is pr9ciple has prov$ :olly satisfactory 9 practice ?\gh x appe>s to de/roy prop] co-ord9ation 9 "s places4 ,x has seem$ be/ 9 our libr>y to use uni=mly ?ree figures 9 ! class numb]4 ,?is enables u to classify c]ta9 subjects v m9utely1 giv+1 = example1 an entire section to ,*ess4 ,b ! ,hi/ory ( ,engl& has only "o section1 z our s*eme is develop$1 & ?us ! two might be said to be co-ord9at$4 ,! app>5t difficulty 9 su* cases is entirely obviat$ by ! use ( a f\r? figure1 giv+ n9e sub-sections to any subject ( suffici5t importance to w>rant clos] classification4 ,9 hi/ory :]e ! classification is made :olly by c\ntries1 a f\r? figure is add$ to give a division into p]iods4 ,z ! addition ( ea* figure gives a t5-fold division1 any desir$ degree ( m9ut5ess may be secur$ 9 ! class+ ( special subjects4 ,! app>5t lack ( co-ord9ation arises f ! fact t only ! fir/ ?ree figures ( ^! m important heads are z yet pr9t$1 ! f\r? figure & ! sub-sections be+ suppli$ on ! catalogues 9 manuscript4 ,%\ld ! gr[? ( any ( ^! sub-sections w>rant x1 a fif? figure w be add$1 = ! s*eme admits ( expansion )\t limit4 ,! arrangem5t ( head+s has be5 sometimes modifi$ to secure a mnemonic aid 9 numb]+ & f9d+ books )\t ! ,index4 ,= in/ance1 ! s*eme is s arrang$ t ,*9a has always ! numb] #a4 ,9 ,anci5t ,hi/ory1 x has ! fir/ section1 #ica3 9 ,mod]n ,hi/ory1 "u ,asia1 x has #iea3 9 ,philology1 ! ,*9ese language appe>s z #dia4 ,aft] ! same mann] ! ,indian numb] is #b2 ,egyptian1 #d2 ,engli%1 #b2 ,g]man1 #c2 ,fr5*1 #d2 ,italian1 #e2 ,spani%1 #f2 ,european1 #d2 ,asian1 #e2 ,african1 #f2 ,nor? ,am]ican1 #g2 ,s\? ,am]ican1 #h2 & s = all ! divisions by languages or c\ntries4 ,! ,italian #e1 = in/ance1 w be notic$ 9 #ce1 #ee1 #dej1 #gee1 #hej1 & #ide4 ,?is mnemonic pr9ciple is specially prom95t 9 ,philology & ,lit]ature & _! divisions1 & 9 ! =m di/9ctions us$ 9 ! fir/ #i sections ( ea* class4 ,mat]ials1 ,me?ods1 or ,!ory occurr+ any:]e z a head1 be>s always ! numb] #a4 ,diction>ies & ,cyclop$ias1 #c2 ,essays1 #d2 ,p]iodicals1 #e2 ,associations1 ,in/itutions1 & ,societies1 #f2 ,education1 #g2 ,collections1 #i4 ,9 ! num]\s cases :]e sev]al m9or heads h be5 gr\p$ toge!r "u ! head ,o!r1 x always be>s ! numb] #i4 ,:]ev] practicable1 ?is pr9ciple is c>ri$ out 9 sub-divid+ ! sections4 ,= in/ance1 ! ,geology ( ,nor? ,am]ica1 :i* be>s ! numb] #eeg is sub-divid$ by add+ ! sections ( #igj 7,hi/ory ( ,nor? ,am]ica74 ,! ,geology ( ,mexico !n be>s ! numb] #eegh3 mnemonically1 ! fir/ #e is ! ,sci5ce numb]2 ! second #e1 ,geology2 ! #g1 ,nor? ,am]ica2 & ! #h1 ,mexico4 ,any libr>y att5dant or read] aft] us+ ! s*eme a %ort "t w recognize at a glance1 any catalogue or l$g] entry1 book or pamphlet1 m>k$ #eegh z some?+ on ! ,geology ( ,mexico4 ,us]s ( ! s*eme w notice ?is mnemonic pr9ciple 9 sev]al hundr$ places 9 ! classification1 & w f9d x ( great practical utility 9 numb]+ & f9d+ books )\t ! aid ( ,catalogue or ,index1 & 9 det]m9+ ! "* ( any book simply f its call numb] z record$ on ! book1 on all its catalogue & cross ref]5ce c>ds1 on ! l$g]1 & 9 ! *eck box4 ,9 nam+ ! head+s1 brevity has be5 secur$ 9 _m cases at ! sacrifice ( exactness4 ,x 0 ?\ght m important to h %ort1 famili> titles = ! head+s ?an t ! names giv5 %\ld express ) fullness & exactness ! "* ( all books catalogu$ "u !m4 ,_m subjects1 app>5tly omitt$1 w be f\nd 9 ! ,index1 assign$1 ) alli$ subjects1 to a head+ :i* be>s ! "n ( ! mo/ important only4 ,ref]5ce to ?is ,subject ,index w decide at once any d\btful po9ts4 ,9 arrang+ books 9 ! classification1 z 9 fill+ out ! s*eme1 practical usefulness has be5 e/eem$ ! mo/ important ?+4 ,! ef=t has be5 to put ea* book "u ! subject to ! /ud5t ( :i* x w\ld be mo/ useful4 ,! cont5t or ! real subject ( :i* a book treats1 & n ! =m or ! accid5tal word+ ( ! title1 det]m9es its place4 ,foll[+ ?is rule1 a ,philosophy ( ,art is put ) ,art1 n ) ,philosophy2 a ,hi/ory ( ,ma!matics1 ) ,ma!matics1 n ) ,hi/ory2 = ! philosophy & hi/ory are simply ! =m :i* ^! books h tak54 ,! true cont5t or subject is ,art1 & ,ma!matics1 & to ! /ud5t ( ^! subjects !y are mo/ useful4 ,! pr$om9ant t5d5cy or obvi\s purpose ( ! book1 usually decides its class numb] at once2 /ill _m books treat ( two or m diff]5t subjects1 & 9 su* cases x is assign$ to ! place :]e x w be mo/ useful1 & und]nea? ! class numb] are writt5 ! numb]s ( any o!r subjects on :i* x also treats4 ,^! ,cross ,ref]5ces are giv5 bo? on ! plate & ! subject c>d z well z on ! cross ref]5ce c>d4 ,if a book treats ( a majority ( ! sections ( any division1 x is giv5 ! ,division numb] in/ead ( ! mo/ important ,section numb] ) cross ref]5ces4 ,collect$ works1 libr>ies1 etc41 are ei!r kept toge!r & assign$ l individual books to ! mo/ specific head t w conta9 !m2 or assign$ to ! mo/ prom95t ( ! v>i\s subjects on :i* !y treat ) cross ref]5ces f ! o!rs2 or are sep>at$ & ! p>ts class$ z indep5d5t works4 ,translations are class$ ) _! orig9als4 ,! ,alphabetical ,subject ,index is design$ to guide1 bo? 9 numb]+ & 9 f9d+ ! books4 ,9 numb]+1 ! mo/ specific head t w conta9 ! book hav+ be5 det]m9$1 ref]5ce to t head 9 ! ,index w give ! class numb] to :i* x %\ld be assign$4 ,9 f9d+ books on any giv5 subject1 ref]5ce to ! ,index w give ! numb] "u :i* !y are to be s\ght on ! %elves1 9 ! ,%elf ,catalogue1 or 9 ! ,subject ,catalogue4 ,! ,index gives aft] ea* subject ! numb] ( ! class to :i* x is assign$4 ,mo/ names ( c\ntries1 t[ns1 animals1 plants1 m9]als1 diseases1 c1 h be5 omitt$1 ! aim be+ to furni% an ,index ( ,subjects on :i* books are writt51 & n a ,gazette] or a ,diction>y ( all ! n\ns 9 ! language4 ,su* subjects w be f\nd z special *apt]s or sections ( books on ! subjects giv5 9 ! ,index4 ,! names ( individual subjects ( biographies w be f\nd 9 ! ,class ,li/ ( ,biography4 ,omissions ( any ( ! m g5]al subjects w be suppli$ :5 br\ght to notice4 ,9 arrang+ ! books on ! %elves1 ! absolute location by %elf & book numb] is :olly ab&on$1 ! relative location by class & book numb] be+ "o ( ! mo/ valuable features ( ! plan4 ,! class numb] s]ves also z ! location numb] & ! %elf numb] 9 common use is entirely disp5s$ )4 ,accompany+ ! class numb] is ! book numb]1 :i* prev5ts confusion ( diff]5t books on ! same subject4 ,?us ! fir/ ,geometry catalogu$ is m>k$ #eac-a2 ! second #eac-b1 & s on to any ext5t1 ! la/ numb] %[+ h[ _m books ! libr>y has on t subject4 ,! books ( ea* section are all toge!r1 & arrang$ by book numb]s1 & ^! sections are also arrang$ 9 simple num]ical ord] ?r\gh\t ! libr>y4 ,! call numb] #eac-aa signifies n ! #aa? book on %elf #eac2 or alcove #e1 range #a1 %elf #c1 z 9 mo/ libr>ies1 b signifies ! #aa? book 9 subject #eac or ! #aa? ,geometry belong+ to ! libr>y4 ,9 f9d+ ! book1 ! pr9t$ numb]s on ! backs are foll[$1 ! upp] be+ ! class & ! l[] ! book numb]4 ,! class is f\nd 9 its num]ical ord] among ! classes z ! %elf is f\nd 9 ! ord9>y sy/em3 ! book 9 its num]ical ord] 9 ! class4 ,! %elves are n numb]$1 z ! increase ( diff]5t dep>tm5ts1 ! op5+ ( new rooms1 & any arrangem5t ( classes to br+ ! books mo/ circulat$ ne>e/ to ! deliv]y desk1 w br+ diff]5t class numb]s on a giv5 %elf4 ,new books z receiv$ are numb]$ & put into place1 9 ! same way t new titles are add$ to ! c>d catalogue4 ,! s+le digit occasionally prefix$ to ! book numb]1 e4g4 ! #c 9 #dba-c-g is ! ne>e/ height 9 decimet]s ( books too l>ge to be put on ! regul> libr>y %elves1 :i* are only #b-a_/b decimet]s ap>t4 ,! great mass ( ! libr>y consi/s ( #b-;decimet] books1 ! size numb]s ( :i* are omitt$4 ,books f #b-a_/b to #c-a_/b decimet]s 9 height h #c prefix$ to ! book numb]1 & are f\nd on ! bottom %elf ( ea* range4 ,! l>g] sizes are prefix$ ) #d1 #e1 c41 & are f\nd on ! special %elves provid$1 9 ord] to avoid ! great wa/e ( space o!rwise occasion$ by ! relative location4 ,by ?is use ( ! size numb]s a close economy ( space is secur$4 ,?us all ! books on any giv5 subject are f\nd /&+ toge!r1 & no additions or *anges ev] sep>ate !m4 ,n only are all ! books on ! subject s\ght1 f\nd toge!r1 b ! mo/ ne>ly alli$ subjects prec$e & foll[1 !y 9 turn be+ prec$$ & foll[$ by o!r alli$ subjects z f> z practicable4 ,read]s n hav+ access to ! %elves f9d ! %ort titles arrang$ 9 ! same ord] on ! ,%elf ,catalogue1 & ! full titles1 impr9ts1 cross ref]5ces1 notes1 c41 on ! ,subject ,catalogue4 ,! uncatalogu$ pamphlets treat+ ( any subject be> ! same class numb] & are arrang$ on ! %elves imm$iately aft] ! books ( ea* section4 ,9 bo? ! ,au?ors' ,catalogue & ! ,subject ,index1 brevity has be5 /udi$ because ( ! economy1 b m because ( ! mu* great] ease ( ref]5ce to a %ort title catalogue4 ,! cu/om ( giv+ full titles1 etc41 "u au?ors1 & only ref]5ces or v brief titles "u subjects1 has be5 rev]s$4 ,a read] seek+ a book ( a kn[n au?or1 9 ! va/ majority ( cases1 wants simply ! numb] by :i* to call = x1 & c f9d x mu* soon] 9 a brief title catalogue4 ,9 ! r>e cases :]e m is ne$$ ! class numb] ref]s in/antly to all ^! facts on ! c>ds4 ,on ! o!r h&1 a read] seek+ books on a kn[n subject1 ne$s ! full title1 impr9t1 cross-ref]5ces1 & notes1 to enable him to *oose ! book be/ suit$ to 8 wants4 ,! ,subject ,catalogue is a full title ,%elf ,li/ on c>ds & is = ! use ( ! public4 ,! ,%elf ,li/ is a %ort title ,subject ,catalogue 9 book =m1 made ( sep>ate %eets lac$ into an ,em]son b9d]1 & is = (ficial use4 ,we ?us h )\t extra labor1 bo? full & %ort title ,subject ,catalogues & ,%elf ,li/s4 ,! public ,au?ors' ,catalogue is a pr9t$ volume2 ! (ficial ,au?ors' ,catalogue or ,index is on c>ds4 ,z a result ea* ( ! public ,catalogues is *eck$ by an (ficial ,catalogue2 ea* ( ! c>d ,catalogues by a book ,catalogue2 ea* ( ! brief title catalogues by a full title catalogue--an advantage t w be appreciat$ by all libr>ians desir+ accuracy ( adm9i/ration & catalogues4 ,! ,arabic num]als c be writt5 & f\nd m quickly1 & ) less dang] ( confusion or mi/ake1 ?an any o!r symbols :atev]4 ,!re=e ! ,roman num]als1 capitals & small lett]s1 & simil> symbols usually f\nd 9 sy/ems ( classification are entirely disc>d$ & by ! exclusive use ( ,arabic num]als 9 _! regul> ord] ?r\gh\t ! %elves1 classifications1 indexes1 catalogues & records1 !re is secur$ ! greate/ accuracy1 economy1 & conv5i5ce4 ,?is advantage is specially prom95t 9 comp>ison ) sy/ems :]e ! "n ( ! au?or or ! title mu/ be writt5 9 call+ = or *>g+ books & 9 mak+ ref]5ces4 ,?r\gh\t ! catalogues ! numb] ( a book %[s n only :]e x is b :at x is4 ,on ! libr>y acc\nts ! "* ( ea* p]son's read+ is cle>ly indicat$ by ! numb]s *>g$1 & ! m9ute/ /ati/ics ( circulation 9 any subject are made by simply c\nt+ ! call slips 9 ! *eck box1 & record+ ! numb] aga9/ ! class numb] 9 ! record4 ,by ! use ( size numb]s ! greate/ possible economy ( space may be secur$1 = ! size di/9ction may be made = e in* or ev5 less if desir$1 & ?is )\t additional labor1 z x w be se5 t ! size figure1 :5 introduc$1 requires "o less figure 9 ! book numb]1 & s does n increase ! numb] ( digits z w\ld at fir/ appe>4 ,p>ts ( sets1 & books on ! same or alli$ subjects1 are nev] sep>at$ z !y are sure to be1 soon] or lat]1 9 e libr>y arrang$ on ! common plan1 unless x be frequ5tly re-arrang$ & re-catalogu$4 ,! great exp5se ( ?is re-catalogu+ makes x impracticable except = a few v weal?y libr>ies4 ,9 ?is sy/em ! catalogue & book numb]s rema9 un*ang$ ?r\gh all *anges ( %elv+1 build+s1 or arrangem5t4 ,9 addition to its own peculi> m]its1 ?is plan has all ! advantages ( ! c>d catalogue pr9ciple & ( ! relative location1 :i* h be5 us$ & v /rongly approv$ by prom95t libr>ies4 ,z 9 ! c>d catalogue sy/em1 !re is room = indef9ite expansion )\t devices or provisions4 ,space is ! only requisite & if ! %elf room is exhau/$1 ! floor space is equally good1 except = ! inconv5i5ce ( /oop+4 ,"s prom95t oppon5ts ( class$ catalogues h admitt$ t ! ,subject ,index1 9 decid+ :]e to class a book at fir/1 & :]e to look = x ev] aft]w>ds1 has remov$ _! /ronge/ objections4 ,c]ta9ly x w\ld be impossible to make an ,index m *eaply or m easy ( ref]5ce1 x be+ a s+le alphabet1 ( s+le words1 foll[$ by s+le numb]s4 ,^! class numb]s appli$ to pamphlets h prov$ specially satisfactory4 ,! numb] is writt5 on ! upp] left corn] & ! pamphlets are arrang$ ei!r 9 pamphlet cases ) ! books on ! same subject or on special %elves divid$ e decimet] by p]p5dicul> sections4 ,z ea* pamphlet is exam9$ :5 receiv$ into ! libr>y1 x is ! "w ( a s+le mom5t to p5cil on x its class numb]4 ,!re is no exp5se :atev] incurr$1 & yet ! entire pamphlet res\rces ( ! libr>y on any subject c be produc$ almo/ in/antly4 ,! imm5se advantages ( ?is plan ov] ^? 9 common use1 bo? 9 economy & usefulness1 w be appreciat$ by e libr>ian c>+ = a pamphlet collection4 ,a catalogue ( au?ors may be made on slips if desir$4 ,! pamphlets !mselves are ! be/ ,subject ,catalogue4 ,?\gh design$ :olly = libr>y use1 ! plan has prov$ ( great s]vice 9 pres]v+ newspap] clipp+s 9 l>ge envelopes arrang$ by class numb]s2 & m especially 9 tak+ ! place ( ! common note-book & ,index ,r]um4 ,slips ( uni=m size are us$ ) ! class numb] ( ! subject writt5 on ! corn]4 ,m9ute alphabetical head+s are us$ "u ea* class numb]1 ! slips be+ arrang$ 9 num]ical ord] l ! ,subject ,c>d ,catalogue4 ,clipp+s & notes arrang$ 9 ?is way are at all times _! own complete index1 & h ! same advantages ov] ! common scrap & note-books t ! ,subject ,catalogue has ov] ! ,accessions ,book1 9 look+ up ! res\rces ( ! libr>y on any giv5 subject4 ,^? :o h tri$ ?is me?od are s en?usia/ic 9 its praise t x seem$ wor?y ( m5tion 9 ?is place4 ,! plan 0 adopt$ 9 ! ,amh]/ ,college ,libr>y 9 #ahgc1 & ! "w ( transf]r+ ! entire libr>y to ! new catalogue at once comm5c$4 ,x 0 f\nd entirely practicable to make ! *ange gradually1 z means all[$1 )\t int]f]+ 9 any appreciable degree ) ! circulation ( ! books4 ,! ?ree ye>s trial to :i* x has be5 !re subject$ has m ?an ju/ifi$ ! claims ( its fri5ds1 & x is n[ pr9t$ ) ! m confid5ce on ?is acc\nt4 ,x has be5 kept 9 manuscript up to ?is "t1 9 ord] t ! _m m9or details might be subject$ to actual trial & modifi$ :]e improvem5t 0 possible4 ,! labor involv$ 9 prep>+ ! ,classification & ,index has be5 :olly beyond ! appreciation ( any :o h nev] attempt$ a simil> task4 ,mu* valuable aid has be5 r5d]$ by speciali/s 9 _m dep>tm5ts1 & ne>ly e memb] ( ! ,faculty has giv5 advice f "t to "t4 ,among ! _m to :om ?anks are due1 special m5tion %\ld be made ( ,mr4 ,c4,a4 ,cutt]1 ! libr>ian ( ! ,bo/on ,a!num1 & ,mr4 ,john ,fiske1 ( ! ,h>v>d ,univ]sity libr>y1 = valuable sugge/ions & appreciative criticism4 ,:ile ^! fri5ds are 9 no way responsible = any rema9+ imp]fections 9 ! s*eme1 !y %\ld h cr$it = _m improvem5ts :i* h be5 made dur+ ^! ?ree ye>s ( revision4 ,! ess5tial "* ( ! plan has rema9$ un*ang$ f ! fir/4 ,d\btless o!r improvem5ts are /ill possible1 & x is hop$ t us]s ( ! s*eme w call att5tion to any propos$ *ange 9 ! nam+ or arrangem5t ( ! head+s1 or to any omission :i* %\ld be suppli$ 9 ! ,subject ,index4 ,be=e pr9t+1 ! plan 0 submitt$ to q a numb] ( libr>ians = criticism4 ,among ! hundr$s ( po9ts rais$ z to its practical work+s & usefulness !re 0 only "o 9 :i* x 0 n %[n to be equal or sup]ior to any o!r sy/em kn[n4 ,?is objection appli$ only to ! arrangem5t on ! %elves2 n at all to ! catalogues or indexes4 ,x 01 t 9 ?is relative location1 a book :i* ?is ye> /&s1 e4g41 at ! end ( a c]ta9 %elf2 may n be on t %elf at all ano!r ye>1 because ( ! unev5 gr[? ( ! p>ts ( ! libr>y4 ,?is slight objection inh]es 9 any sy/em :]e ! books are arrang$ by subjects r ?an by w9d[s1 doors1 %elves1 & simil> non-intellectual di/9ctions4 ,9 ?is hurri$ly prep>$ acc\nt ( 8 plan1 ! au?or has d\btless fail$ to meet _m objections :i* may be rais$ & :i* he c\ld easily answ]4 ,he w\ld !re=e ask ! privilege ( reply+ p]sonally to any su* objections1 :]e !y arise1 believ+ t x w be possible to answ]1 if n all1 at lea/ a v l>ge proportion4 ,9 8 v>i$ read+1 correspond5ce1 & conv]sation on ! subject1 ! au?or d\btless receiv$ sugge/ions & ga9$ ideas :i* x is n[ impossible = him to ackn[l$ge4 ,p]haps ! mo/ fruitful s\rce ( ideas 0 ! ,nuovo ,si/ema di ,catalogo ,bibliografico ,g5]ale ( ,natale ,battezzati1 ( ,milan4 ,c]ta9ly he is indebt$ to ?is sy/em adopt$ by ! ,italian publi%]s 9 #ahga1 ?\gh he has copi$ no?+ f x4 ,! plan ( ! ,/4 ,l\is ,public ,s*ool ,libr>y1 & t ( ! ,appr5tices' ,libr>y ( ,new ,york1 :i* 9 "s respects resemble 8 own1 7 n se5 till all ! ess5tial features 7 decid$ ^u1 ?\gh n giv5 to ! public4 ,9 fill+ ! n9e classes ( ! s*eme ! inv]t$ ,baconian arrangem5t ( ! ,/4 ,l\is ,libr>y has be5 foll[$4 ,! au?or has no desire to claim orig9al inv5tion = any "p ( 8 sy/em :]e ano!r has be5 be=e him1 & w\ld mo/ gladly make specific ackn[l$gm5t ( e aid & sugge/ion 7 x 9 8 p[] to d s4 ,) ^! g5]al explanations & ackn[l$gm5ts he submits ! s*eme1 hop+ x may prove z useful to o!rs z x has to himself4 ,,amh]/ ,,college ,,libr>y1 ,june #aj?1 #ahgf4 99 99 99 99 99 ,^? int]e/$ w f9d full] explanations & rem>ks 9 ! ,libr>y volume n[ be+ pr9t$ by ! ,bureau ( ,education at ,wa%+ton4 7,,g5]al7 ,,philosophy1 ,,!ology1 ,,sociology1 ,,philology1 ,,natural ,,sci5ce1 ,,useful ,,arts1 ,,f9e ,,arts1 ,,lit]ature1 ,,hi/ory4 ,,divisions4 7,,g5]al7 #j #aj ,,bibliography4 #bj ,,book ,,r>ities4 #cj ,,g5]al ,,cyclop$ias4 #dj ,,polygraphy4 #ej ,,g5]al ,,p]iodicals4 #fj ,,g5]al ,,societies4 #gj #hj #ij #ajj ,philosophy4 #aaj ,,metaphysics4 #abj #acj ,,an?ropology4 #adj 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#bca ,revelation #bca ,rev5ue #ccf ,reviews1 see ,p]iodicals4 ,revivals #bfi ,revolution1 ,am]ican #igc ,revolution1 ,fr5* #idd ,rhetoric #hae ,rhetoric sacr$ #bea ,rhode ,isl& #igd ,rhodod5dron #ehb ,riddles #hai1 #hbi1 etc4 ,rid+ #gih ,"r ( se>* #cda ,rights & lib]ties #cdb ,riots #cdc ,ritualism #bdd ,riv] transportation #chg ,riv]s #eea ,roads #fbe ,rocky m\nta9s #eeg1 #iag ,rod5tia #eii ,roman antiquities #icg ,roman ar*itecture #gbb ,roman ,ca?olics #bhb ,roman hi/ory1 anci5t #icg ,roman hi/ory1 mod]n #ide ,roman lit]ature #hgj ,roman law #cdh ,roman my?ology #bib ,roman sculpture #gcc ,romance #hac ,engli% #hbc ,fr5* #hdc ,g]man #hcc ,italian #hec ,religi\s #bdi ,spani% #hfc ,romanic languages #ddj-dfi ,roman% language #dei ,rome1 anci5t #icg ,rome1 mod]n #ide ,romi% *ur* #bhb ,rope-mak+ #fgg ,r[+ #gig ,rubb] manufactures #fge ,rum9ants #eii ,rural ar*itecture #gbh ,rural sports #gif ,russia #idg ,russian ,am]ica #igg ,russian language #dig ,sabbat>ians #bhi ,sabba? #bfc ,sabba? re=m #bfc ,sabba? s*ools #bfh ,sacram5t ( baptism #bfd ,sacram5t ( ,"l's ,supp] #bfe ,sacr$ biography #ibb ,sacr$ rhetoric #bea ,sacrifices #bba ,saddl]y #fhe ,sailors #chg ,/4 ,dom+o #igi ,sale catalogues ( books #ag1 #ah ,salt manufacture #ffd ,salvation #bcd ,s&wi* ,isl&s #iig ,sanit>y commissions #cfd ,sanit>y commissions ,u4,s4 #cfa ,sanit>y measures #fad ,sanskrit language #did ,s>d9ia #ide ,satan #bce ,satire #hag ,engli% #hbg ,fr5* #hdg ,g]man #hcg ,italian #heg ,lat9 #hgg ,spani% #hfg ,sav+s banks #ccb ,saxon language #dbi ,saxons #idc ,sc&9avia #idh ,sc&9avian language #dih ,sc&9avian lit]ature #hih ,scepticism #baa ,s*ola/ic philosophy #aih ,s*ools #cgh ,s*ools ,sunday #bfh ,s*ool ar*itecture #gbg ,s*ool h\ses #gbg ,s*ools ( art #gjg ,s*ools ( pa9t+ #gec-gef ,s*op5hau]'s philosophy #aic ,s*leswig-,hol/e9 #idc ,sci5ce1 ,natural #ejj biography ( #ibe ,sci5tific societies #ejf ,sci5tific travels #ejh ,scotl& #ida ,scot* language #dif ,scot* philosophy #aib ,scriptures #bbj ,scr(ul\s diseases #faf ,sculpture #gcj ,sculptors' lives #ibg ,seaman%ip #fef1 #ebg ,secession #cdb ,second adv5t #bcf ,second sight #acc ,secret societies #cff ,sects1 ,*ri/ian #bhj ,secul> education #cgg ,self-culture #cgd ,self-education #cgd ,semitic languages #dic ,semitic lit]ature #hic ,s5sation #aeb ,s5sational psy*ology #ade ,s5se #aeb ,sepul*res #gah ,sepulture #fad ,s]mons #beb-bei ,s]p5ts #eih ,s]vants #fdg ,s]via #idi ,sew]age #fad ,sew+ #fhg ,sew+ ma*9e #fhg ,sex 9 education #cgf ,sexual e?ics #agf ,sexual sci5ce #fah ,sexes #acf ,%ades & %ad[s #gdd ,%ak]s #bhi ,%akesp]iana #hbb ,%eep #fcf ,%ells #eid ,%ells fossil #efd ,%emitic languages #dic ,%ip-build+ #fii ,%ip-canals #fbf1 #chg ,%ipp+ laws #cdf ,%oemak+ #fhe1 #fge ,%oot+ #gii ,%ort-h& #fec ,%rubb]y #gaf ,siam #iei ,sib]ia #ieg ,sicily #ide ,sick-room #fdi ,sieges #cee1 #fbc ,sight #ecf ,sight hygi5e #fac ,signals #fed ,sign pa9t+ #fih ,silk culture #fch ,silk manufacture #fgg ,silk worm #fch1 #eie ,silv] metal #edi ,silv] m9es #fbh ,silv] money #ccb ,s9 #bcc ,s++ #ghd ,si/]s ( ,m]cy #cfb ,skat+ #gif ,skepticism #baa ,sk9 diseases #faf ,skye #ida ,sl&] #agg1 #cde ,slang #dbg1 #dcg1 etc4 ,slat+ #fie ,slav]y #cbf ,slavic language #dig ,slavic lit]ature #hig ,sleep #ace ,sleep walk+ #ace ,small-pox #faf1 #fad ,soap-mak+ #ffd ,social e?ics #agg ,social sci5ce #cjj ,social wor%ip #bdg ,socialisms #cce ,societies1 f9e arts #gjf ,societies1 g5]al #fj ,societies1 hi/ory #ijf ,societies1 lit]ature #hjf ,societies1 natural sci5ce #ejf ,societies1 philology #djf ,societies1 philosophy #ajf ,societies1 sci5ce #ejf ,societies1 secret #cff ,societies1 sociology #cjf ,societies1 !ology #bjf ,societies1 useful arts #fjf ,society #agg ,sociology #cjj ,sociology biography ( #ibc ,socratic philosophy #ahc ,soils #fca ,sol> sy/em #ebc ,soldi]s #cee ,somnambulism #ace ,songs #ghd ,sonnets #haa1 #hba1 etc4 ,sophi/ philosophy #ahc ,sorc]y #acc ,s\l #bcc ,s\nd #ecd ,s\? ,africa #ifh botany #ehf geography #iaf ,s\? ,am]ica #ihj botany #ehh cu/oms & co/umes #cih ecclesia/ical hi/ory #bgh geography #iah geology #eeh hi/ory #ihj /ati/ics #cah travels #iah ,s\? ,c>ol9a #igf ,s\? seas #iii ,s\!rn ,/ates #igf ,spa9 #idf ,spani% language #dfj ,spani% lit]ature #hfj ,spani% philosophy #aif ,specie paym5t #ccb ,specifications = build+ #fib ,spect]s #acc ,spectroscope #ece ,spectrum analysis #edd ,spee*es1 see ,oratory4 ,sph]ical a/ronomy #eba ,sph]ical geometry #eac ,sph]ical trigonometry #ead ,spid]s #eie ,sp9oza's philosophy #adg ,spiritualism #acc ,spontane\s g5]ation #egg ,sports #gif ,/ables #fcf ,/age #gib ,/a9$ glass #gde ,/amm]+ #faf ,/amps #chc ,/&+ army #cee ,/>* manufacture #ffd ,/>s #ebc ,/ate #cbj ,/ate e?ics #agb ,/ate pap]s #cbh ,/ate rights #cdb ,/ate trials #cde ,/atesm51 lives #ibc ,/atics #eca ,/ati/ical me?ods #caa ,/ati/ics #caj ,/atu>y #gcj ,/atute law #cdc ,/eam-eng9e #fba ,/eam-fitt+ #fif ,/eam-navigation #ebg1 #fef ,/eam-transportation #che1 #fef ,/eel #ffi ,/eel engrav+ #gfb ,/5ography #fec ,/]eotyp+ #fee ,/]eoscopes & views #ggf ,/e?oscope #faf ,/ipple engrav+ #gfe ,/ock1 live #fcf ,/ocks #ccc ,/oic philosophy #ahh ,/onew>e #fgc ,/orms #eea ,/ills #ffc ,/rategy #cee ,/rawb]ries #fcd ,/r+$ in/rum5ts #ghg ,/udy1 me?ods ( #cga ,/utt]+ #faf ,sublime & beautiful #gja ,subm>9e telegraph #chd ,succession #cbc ,suffrage #cbd ,sug>-cane #fcc ,sug> manufacture #ffd ,sug> plant+ #fcc ,suicide #aca ,sumatra #iib ,summ]-h\ses #gag ,sun #ebc ,sunda #iib ,sunday-s*ools #bfh ,sup]naturalism #acc ,sup]/ition #acc ,surg]y #fag ,surnames #ibi ,survey+ #fbb ,susceptibility #aeg ,sw$5 #idh ,sw$5borgians #bhi ,swimm+ #gif ,sw9e #fcf ,switz]l& #idi ,syllogism #afj ,symbolism #bai ,synonyms1 ,engli% #dbd ,synonyms1 ,fr5* #ddd ,synonyms1 ,g]man #dcd ,synonyms1 ,greek #dhd ,synonyms1 ,italian #ded ,synonyms1 ,lat9 #dgd ,synonyms1 ,spani% #dfd ,syphilis #faf ,syria #ief ,syriac language #dic ,syro-,*aldaic #dic ,sy/ematic botany #ehb ,tableaux #gia ,tables1 d9+ #fdc ,tables1 ma!matical #ead ,ta*ygraphy #fec ,tactics #cee ,tailor+ #fhg ,takigrafy #fec ,tales1 see ,romance4 ,talmud #bif ,tann+ #fge ,t>iffs #ccg ,t>t>y #iea1 #iei ,ta/e & criticism #gja ,taxation #ccf ,taxid]my #egi ,tea cultivation #fcc ,tea*]s & tea*+ #cga ,te*nology1 *emical #ffj ,tee? #faa1 #fag ,tehuantepec #igh ,telegraph #chd ,telegraphy #fed ,telescope #ece1 #ebb ,temp]am5ts #acg ,temp]ance #agh ,temp]ature #eea1 #ecf ,templ>s #cff ,t5nessee #igf ,te/acea #eid ,te/am5t1 ,new #bbe ,te/am5t1 ,old #bba ,te/am5t>y law #cdi ,te/imony #cdi ,texas #igf ,textile fabrics #fgg ,texts1 comp>ative #dah ,texts1 ,engli% #dbh ,texts1 ,fr5* #ddh ,texts1 ,g]man #dch ,texts1 ,greek1 ) notes #dhh ,texts1 ,greek1 )\t notes #hhj ,texts1 ,italian #deh ,texts1 ,lat91 ) notes #dgh ,texts1 ,lat91 )\t notes #hgj ,texts1 ,spani% #dfh ,?anksgiv+ #bdd ,!at]1 see ,drama4 ,!at]1 e?ics #age ,!at]s #gib ,!atricals #gib ,!ft #cde ,!ism #baa ,!odicy #bca1 #bad ,!ological doctr9e #bcj ,!ological essays #bjd ,!ology #bjj ,!ology biography ( #ibb ,!ology devotional #bdj ,!ology natural #baj ,!ology practical #bdj ,!oretical a/ronomy #eba ,!oretical *emi/ry #eda ,!oretical e?ics #aga ,!rapeutics #fae ,?ibet #iea ,?irty-n9e articles #bhc ,?omsonianism #fae ,?\ght #aec ,?roat diseases #faf ,?und] #ecg ,tides #eba ,til+ #fie ,timb] #fia ,t9 manufacture #fga ,t9 m9]al #edi ,ti!s #ccf ,tobacco #fae1 #agh1 #fcc ,toilet #fdf ,tolls #ccf ,tombs #gah ,topographical eng9e]+ #fbb ,topography #iaj ,total ab/95ce #agh ,toxicology #fae ,tract>ianism #bdd1 #bhc ,tract society #cfb ,trade #chj ,trade m>ks #fjh ,trades1 me*anic #fhj ,trades1 unions #cfg1 #fjf1 #cca ,trag$ies1 see ,drama4 ,transactions #ajf1 #bjf1 #cjf1 etc4 ,transc5d5talism #adb ,translation1 ,greek au?ors #hhj ,translation1 ,lat9 au?ors #hgj ,transportation #chj1 #fef1 #cde ,transub/antiation #bhb ,transylvania #idc ,trapp+ #fci ,travels #iaj ,travels sci5tific #ejh ,treason #cde ,treasury #ceb ,trees #ehj ,trees1 ornam5tal #gae ,trespass #cde ,trials #cdj ,trigonometry #ead ,trilobites #efe ,tr9ity #bcb ,tr\bad\rs #ddi1 #hda ,trunk-mak+ #fhe ,tru/s & tru/ees #cdd ,tungusic language #dii ,tunnels #fbe ,turkey #idi ,turkey 9 ,asia #ief ,turki% ba?s #fac ,turki% language #dii ,turn+ #fgd ,tuscany #ide ,type f\nd+ #fga ,typography #fee ,tyrol #idc ,und]/&+ #aec ,uni=ms #cee ,unit>ians #bhh ,unit$ ,/ates #cbd1 #igc botany #ehg cu/oms & co/umes #cig ecclesia/ical hi/ory #bgg geography #iag geology #eeg hi/ory #igc /ati/ics #cag travels #iag ,univ]sal ,hi/ory #iji ,univ]sal language #djh ,univ]salism #bhh ,univ]sities #cgh ,univ]sity education #cgc ,uphol/]+ #fde ,uruguay #ihi ,useful arts #fjj biography ( #ibf ,usury #ccd ,utah #igg ,vases #gch ,vaudois #bgb1 #idi ,vegetable physiology #eha ,vegetable practice #fae ,vegetables #fce ,veget>ianism #fac ,v5]eal diseases #faf ,v5ezuela #ihg ,v5ice #ide ,v5tilation #fig ,v5triloquism #acc ,v]mont #igd ,v]sification #haa ,v]tebrates #eif ,v]tebrates paleontology #eff ,vet]9>y m$ic9e #fai ,villas #gbh ,viol9 #ghg ,virg9ia #igf ,virtue #agj ,vision #ece ,visions & dreams #ace ,vital pr9ciple #egf1 #fab ,vocal culture #ghd1 #hae ,vocal music #ghd ,voice #ghd ,volcanoes #eec ,voyages #iaj ,wages #cca ,wakefulness #ace ,wald5ses #bgb1 #ide ,wales #idb ,walks #gac ,walla*ian language #dei ,w> e?ics #agb ,w> sci5ce #cee-cei ,w>eh\ses #chj ,w>m+ #fig ,wa%+ #fdh ,wa%+ton t]ritory #igg ,wat*-mak+ #fha ,wat]1 artificial ponds1 etc4 #gad ,wat] colors #gea ,wat] cure #fae ,wat] :eels #eca1 #fba ,wat] works #fbh ,wat]+-places #fac ,wax fl[]s #gde ,weal? #cca ,wea!r #eea ,weav+ #fgg ,weights & measures #chi ,wel% language #dif ,we/ ,indies #igi ,we/ ,virg9ia #igf ,we/]n ,/ates #igg ,:ale #eii ,:ale fi%]ies #fci ,:eat #fcc ,:igs #cbd ,:igs ,engli% #cbc ,:i/ #gie ,w #aei ,wills #cdc ,w9d in/rum5ts #ghh ,w9e #ffc ,wiscons9 #igg ,wit #hai1 #hbi1 #hci1 etc4 ,wit*craft #acc ,woman1 education #cgf ,woman1 suffrage #cbd ,wood engrav+ #gfa ,wood manufactures #fgd ,wool #fcf ,wool manufactures #fgg ,work+ classes #cca ,wor%ip #bdf-bdh ,writ+ #fea ,writ+ %ort-h& #fec ,xylography #fee ,ya*t+ #gig ,ye> books #cac ,yell[ fev] #faf ,"y m5's association #cfb ,z5d #bie ,z5d ,ave/a #bie ,zodiac #eba ,zology #eij ,zophytes #eic ,zoroa/] #bie 99 99 99 99 99 ,,explanations4 99 99 99 99 99 ,! titles ( ! subject catalogue are exact transcriptions ( ! title page1 nei!r am5d$1 translat$1 or 9 any way alt]$1 except t mottoes1 titles ( au?ors1 repetitions1 or matt] ( any k9d n ess5tial to a cle> titul> description1 are omitt$4 ,omissions ( mottoes are indicat$ by ?ree />s 799 99 9972 ( o!r matt] by ?ree dots 744474 ,! phraseology1 spell+1 & punctuation ( ! title are exactly copi$2 b capitals are giv5 only to prop] names & adjectives1 & initial words ( s5t5ces4 ,any additions ne$$ to make ! title cle> are suppli$ & enclos$ by brackets4 ,aft] ! titles1 are giv5 9 ord]3 ! place ( publication2 ! ye>2 ! ye> ( copyright1 if diff]5t1 9 brackets2 ! edition2 ! numb] ( volumes1 or ( pages if 9 only "o volume2 ! illu/rations1 maps1 plates1 or portraits2 & ! size ne>e/ 9 ! arbitr>y scale1 reg>dless ( ! fold ( ! %eet4 ,?is scale gives ! heights 9 decimet]s4 ,squ>e & oblong books h ! size prefix$ by sq4 or ob4 ,books #a decimet] high are call$ #cb2 #a4e deci41 #af2 #b deci41 #ab2 #b4e deci41 #h2 #c deci41 #d2 & all o!rs are m>k$ simply by ! ne>e/ height1 i4e4 a book m>k$ #d is betwe5 #c4e & #d4e decimet]s high4 ,9 books hav+ m ?an "o pag9ation ! numb] ( pages is indicat$ by giv+ ! la/ numb] ( ea* pag9ation connect$ by a 2 an add$ indicates additional matt] unpag$4 ,^! impr9t entries give ! facts reg>dless ( ! title page1 & are left blank only :5 !y c be asc]ta9$ nei!r f ! book itself or o!r s\rces4 ,! cont5ts ( volumes are giv5 :5 on title pages1 or :5 necess>y to prop]ly id5tify ! volume1 b no analysis is attempt$4 ,necess>y notes are giv5 at ! bottom ( ! subject c>d aft] ! impr9t entries4 ,duplicates are simply m>k$ copy #b1 copy #c1 etc41 & be> ! same class & book numb]1 b editions ( ! same book di/9ct 9 "* are catalogu$ sep>ately4 ,9 all ! catalogues1 books are ent]$ "u ! surnames ( au?ors :5 kn[n2 "u ! initials ( au?or's names1 :5 ^! only appe>1 ! la/ initial be+ put fir/2 "u ! pseudonyms ( ! writ]s1 :5 ! real names are n asc]ta9$2 "u ! names ( editors ( collections2 "u ! names ( c\ntries1 cities1 societies1 or o!r bodies :i* are responsible = _! publication2 "u ! fir/ ^w n an article ( ! titles ( p]iodicals & ( anonym\s books ! names ( ^: au?ors are n asc]ta9$4 ,comm5t>ies ) ! text1 & translations are ent]$ "u ! head+ ( ! orig9al "w1 b comm5t>ies )\t ! text are ent]$ "u ! "n ( ! comm5tator4 ,! ,bible or any "p ( x 9 any language is ent]$ "u ! ^w ,bible4 ,books hav+ m ?an "o au?or are ent]$ "u ! fir/ nam$ on ! title4 ,9 ! head+s ( titles1 ! names ( au?ors are giv5 9 _! v]nacul> =m4 ,9 ,engli% & ,fr5* surnames beg9n+ ) a prefix 7except ! ,fr5* de & d'7 ! "n is record$ "u ! prefix4 ,9 o!r languages & 9 ,fr5* names beg9n+ ) de & d'1 ! "n is record$ "u ! ^w foll[+ ! prefix4 ,comp\nd surnames are ent]$ "u ! fir/ "p ( ! "n4 ,noblem5 & ecclesia/ical dignit>ies are ent]$ "u _! family names1 b sov]eigns1 pr9ces1 ori5tal writ]s1 fri>s1 p]sons canoniz$1 & all o!r p]sons kn[n only by _! fir/ "n1 are ent]$ "u ?is fir/ "n4 ,! catalogue is n a biographical diction>y1 s only gives ! names ( au?ors ) suffici5t fullness to di/+ui% !m f ea* o!r 9 practical use4 ,names 9 full face type are ! rul+ head+s "u :i* ! books are ent]$ 9 ! v>i\s catalogues4 ,entries n beg9n+ ) ?is type are 9 addition to ! fir/ or ma9 entry1 & are made "u ! names ( translators1 editors1 comm5tators1 cont9uators1 etc41 z p>ticipators 9 ! au?or%ip2 also 9 ! case ( books hav+ m ?an "o au?or1 or hav+ bo? g5]ic & specific titles1 or publi%$ by societies or o!r bodies1 & hav+ also ! "n ( ! individual au?or4 ,^! additional entries are made 9 ord] to c>ry out ! plan ( ! ,au?ors' ,catalogue1 :i* aims to give "u ea* au?or's "n all 8 works :i* ! libr>y conta9s4 ,! works ( an au?or kn[n by m ?an "o "n are giv5 all toge!r1 "u ! =m ( "n *os54 ,any o!r "n or title by :i* he may be kn[n1 if x diff]s 9 ! fir/ ?ree lett]s1 is ent]$ 9 its alphabetical place1 foll[$ by ! ^w see & ! "n "u :i* ! books are ent]$4 ,su* cross ref]5ces h no titles giv5 "u !m1 b are simply guides to ! "n *os54 ,a s+le da% indicates ! omission ( ! prec$+ head+2 a subsequ5t da% indicates ! omission ( a subord9ate head+ or ( a title4 ,a da% connect+ numb]s signifies to & includ+2 foll[+ a numb] x signifies cont9uation4 ,a 8 foll[+ a ^w or entry signifies probably4 ,brackets enclose words add$ to titles or *ang$ 9 =m4 ,! ,g]man diph?ongs 1 1 are writt51 ae1 oe1 ue4 ,dates are all giv5 9 ye>s ( ! common cal5d>1 & ,arabic num]als are uni=mly us$ = all numb]s4 ,,subject ,,catalogue4 ,! ,subject ,catalogue on l>ge c>ds c be us$ to advantage only ) ! aid ( ! ,classification or ,index4 ,to f9d :at ! libr>y has on any giv5 subject1 get f ! ,index ! class numb] ( t subject4 ,"u ?is numb] 9 ! ,subject ,catalogue w be f\nd ! full titles ( ! books1 ) impr9ts1 cross ref]5ces1 & notes4 ,! class numb]1 by :i* ! c>ds are arrang$1 is giv5 9 ! upp] left corn] & imm$iately "u x is ! book numb]4 ,any o!r class numb] giv5 9 ! left h& m>g9 ref]s to ano!r subject ( :i* ! book also treats4 ,:5 ! class numb] at ! top is foll[$ by an additional figure 9 brackets1 ! subject z giv5 9 ! pr9t$ s*eme has be5 subdivid$ 9 arrang+ ! c>ds4 ,?is subdivision w be f\nd on ! fir/ c>d ( ! catalogue :i* be>s ?is class numb]4 ,^! figures 9 brackets det]m9e ! arrangem5t ( ! titles 9 ! ,catalogue1 b on ! %elves1 9 ! ,%elf ,catalogue1 & 9 call+ = & *>g+ books1 !y are entirely disreg>d$4 ,?us a book numb]$ #idb7g74ad w\ld be 9 ! ,catalogue among ! #idb c>ds arrang$ by ! figure 9 brackets z ?\gh x 7 a decimal1 b x w\ld be call$ = z #idb4ad1 ! brackets indicat+ t ! f9al class+ 0 limit$ to ! ,catalogue & 0 n ext5d$ to ! %elves4 ,if a f\r? figure is add$ )\t brackets1 ! f9al class+ is ext5d$ to ! %elves z well z to ! catalogue1 & all ! figures mu/ be us$ 9 call+ = ! book4 ,9 su* cases ! add$ figure is treat$ z a decimal 9 ! arrangem5t1 ?\gh ! decimal po9t is n writt54 ,! la/ c>d :i* be>s any class numb]1 gives "u t numb]1 foll[$ by ! ^w ,,see ! call numb]s ( o!r books :i* treat ( ! same subject1 b are class$ else:]e4 ,g5]al cross ref]5ces are also made 9 _m cases )\t specify+ individual books1 z f ,comm]ce z a "q ( ,,social ,,sci5ce 7#chj7 to ,comm]ce z a ,,useful ,,art1 ,book-keep+ ,bus9ess ,manuals1 etc4 7#fej74 ,9 su* cases !re is a c>d "u #chj m>k$ ,,see #fej1 & "u #fej !re is a c>d m>k$ ,,see #chj4 ,f :atev] /&-po9t a subject is approa*$1 ! cross ref]5ces guide at once to ! same subject treat$ 9 its o!r relations4 ,^! cross ref]5ces bo? g5]al & specific are (t5 accompani$ by brief notes1 *>act]iz+ ! books to :i* ref]5ce is made4 ,!re w be f\nd at ! beg9n+ ( _m class numb]s1 a c>d not+ ! mo/ reliable books on t subject1 & ! be/ ( ! articles 9 p]iodicals1 transactions1 & collect$ works ) ! volume & page :]e !y may be f\nd4 ,x is hop$ to give special prom95ce to ^! notes = ! guidance ( read]s1 & !y w be add$ z rapidly z o!r duties all[4 ,_m subjects w h no sub-section c>ds at ! beg9n+2 "s w h no ref]5ce c>ds at ! end2 & "s may h no titles giv5 "u ! numb]4 ,! s*eme provides a place = books on all subjects1 :e!r ! libr>y has !m or n1 s :]e no titles are giv5 "u a class numb] x %[s t ! libr>y has z yet no books on t subject4 ,articles 9 p]iodicals & transactions1 sep>ate volumes ( sets & collections :i* are locat$ toge!r1 if catalogu$ are put "u _! prop] subject numb]1 b no book numb] is giv5 ) x4 ,! call numb] ( ! book1 :]e !y may be f\nd1 is always giv5 9 ! m>g9 prec$$ by ! ^w ,,94 ,9 ! same way special *apt]s 9 books w sometimes be catalogu$1 e4g4 a c>d m>k$ #cch ,,9 #cca-bg1 w\ld mean t 9 ! #bg books on #cca1 ,capital & ,labor1 !re 0 a *apt] on #cch1 ,production4