仿¥ã¯ãMathematicaãšWolfram | Alphaã®äœæè
ã§ããWolfram Languageã®äœæè
ã§ããStephen Wolframã®èªçæ¥ã§ãã ã³ã³ãã¥ãŒã¿ãŒæŽå²åç©é€šïŒã«ãªãã©ã«ãã¢å·ããŠã³ãã³ãã¥ãŒïŒã§ã®åœŒã®ã¹ããŒãã®ç¿»èš³ãããªãã«ãšã£ãŠè峿·±ãã圹ã«ç«ã€ããšãé¡ã£ãŠããŸãã ã¹ãã£ãŒãã³ã®é·å¹Žã®ããã§å人çãªäŒèšãããå€ãã®äºæ³å€ã®é©ãã¹ãäºå®ãåŠã³ãŸããã¹ãã£ãŒãã³ã»ãŠã«ãã©ã ã®æçš¿ã ãã¯ãããžãŒã®ç§ã®äººçâã³ã³ãã¥ãŒã¿æŽå²åç©é€šã§èªãããããã« ãã®ç¿»èš³ã
åºçç©ã®ç¿»èš³ãšæºåã«ãååããã ããPolina Sologubã«æè¬ããŸãã
éåžžãç§ã¯å°æ¥ã«èå³ããããŸãã ããããç§ã®æèŠã§ã¯ããã®ç©èªã¯è峿·±ããæçã§ãããç§ãå€ãã®ããšãç ç©¶ããŠããŸãã ã»ãšãã©ã®å Žåããããã¯ä»ã®äººã®ã©ã€ãã¹ããŒãªãŒã§ãã ãããã
ã³ã³ãã¥ãŒã¿ãŒæŽå²åç©é€šã¯ä»æ¥ãç§èªèº«ã®äººçãšç§ãäœæãããã¯ãããžãŒã«ã€ããŠè©±ãããã«é Œã¿ãŸããã ããããŸãã«ç§ãããããšããŠããããšã§ãã
ä»ãç§ã«ãšã£ãŠãŠããŒã¯ãªæãæ¥ãŸãã-ç§ã30幎以äžã«ããã£ãŠåãçµãã§ããå€ãã®ããšãå®ãçµã³å§ããŸããã
ç§ã®çŠç¹ã¯ãæ°ããçš®é¡ã®ç¥èããŒã¹èšèªïŒèšå€§ãªç¥èãçµã¿èŸŒãŸããŠãã-ã³ã³ãã¥ãŒãã£ã³ã°ãšäžçå
šäœã®äž¡æ¹ã«ã€ããŠïŒã§ãã
Wolframèšèªã§ãã Wolframèšèªã¯æå€§éã«èªååãããŠãããããã¢ã€ãã¢ããå®éã®å®è£
ãŸã§ã®çµè·¯ã¯ã§ããéãçããªã£ãŠããŸãã
仿¥ã¯ãã©ã®ããã«ããŠ
Mathematicaãš
Wolfram | Alphaã·ã¹ãã ãäœæãããã«ã€ããŠã話ããããšæã
ãŸã ã
ç§ã¯èªåã®ç©èªã«ã€ããŠå€ãã®ããšã話ããªããŠã¯ãªããŸãããäž»ã«ãç§ã®äººçã®ã»ãšãã©ãç§åŠãšæè¡ã«è²»ãããæ¹æ³ã«ã€ããŠã§ãã æ¯ãè¿ã£ãŠã¿ããšãèµ·ãã£ãããšã®å€ãã¯é¿ããããªãã容赊ãªãããã«æããŸãã ãããŠãç§ãäºæããŠããªãã£ããã®ã
ããããæåããå§ããŸãããã ç§ã¯1959幎ã«ãã³ãã³ã§çãŸããŸããããã®ãããã¯ãïŒç§ã¯ïŒå°ãªããšãçŸåšã®åºæºã§ã¯ïŒäžæ¬oldãªè人ã§ãã ç§ã®ç¶ã¯ãã»ãŒ60幎éå°ããªäŒç€ŸïŒåœéçãªç¹ç¶è²¿æïŒãçµå¶ããŠãããããã€ã
ã®SFå°èª¬ãæžããŸããã æ¯ã¯
ãªãã¯ã¹ãã©ãŒãã®å²åŠã®ææã§ããã ååã¹ã¿ã³ãã©ãŒãã®æ¬å±ã«ãããšããç§ã¯èª€ã£ãŠå²åŠçè«çã«é¢ãã圌女ã®
æç§æžãèŠãŸããã
ç§ã5æ³ã6æ³ã®æãããããã®å€§äººãšã®ããŒãã£ãŒã«åå ã§ããªãã£ãã®ãèŠããŠããŸããããã§ããªãã¯ã¹ãã©ãŒãã®éåžžã«å°æ¬ãããå²åŠè
ã«ã€ããŠã®éåžžã«é·ãäŒè©±ã次ã®èšèã§çµãããŸããã
å²åŠè
ãã ãŸãã圌ãã¯æ£ããããšã倿ããã äœãèµ·ãããã¯ããªãé¢çœãã§ãã
ããã«ç§ãåœæã®ãã®ããããŸãïŒ

ç§ã¯ãªãã¯ã¹ãã©ãŒãã®å°åŠæ ¡ã«è¡ããŸãã-
ãã©ãŽã³ã¹ã¯ãŒã«ãšåŒã°ããå Žæã«è¡ããŸããïŒããããããã¯ããããã€ã®ãªã¹ã§æãæåãªå°åŠæ ¡ã ãšæããŸãïŒã
ãŠã£ãããã£ã¢ã¯ãçŸæç¹ã§ç§ã®ã¯ã©ã¹ã®æãæåãªäººã¯ç§ãšä¿³åªã®
ãã¥ãŒã»ããŒãªãŒã ãšèããŠããŸãã
ããã¯ç§ã®åŠæ ¡ã®è¬çŸ©ã®1ã€ã§ãïŒç§ã¯7æ³ã§ããïŒã ããã¯ã¯ã©ã¹è©äŸ¡ã§ãã ã§ããããç§ã¯è©©ãšå°çã«ç§ã§ãŠããŸããããæ°åŠã¯ããã§ã¯ãããŸããã§ããïŒãããŠãããã§ã-ããã¯ã€ã®ãªã¹ã§ãããããèæžç ç©¶ãã®äž»é¡ããããŸããïŒã ããããå°ãªããšãããã¯èšãïŒã
圌ã¯ç²Ÿç¥ãšæ±ºæã«æºã¡ãŠããã圌ã¯é ãã«è¡ããªããã°ãªããªã... ã

1967幎ã§ãã©ãã³èªãªã©ãå匷ããŸããã ããããç§ãæ¬åœã«æ°ã«å
¥ã£ãã®ã¯æªæ¥ã§ããã åœæãæãæªæ¥å¿åã ã£ãã®ã¯å®å®èšç»ã§ããã ãããŠãç§ã¯éåžžã«èå³ãæã¡ãæã¡äžããããåå®å®è¹ã«ã€ããŠèŠã€ããããšãã§ãããã¹ãŠã®æ
å ±ãåéãå§ãããã¹ãŠã®æ
å ±ãä¿åããå°ããªããŒãããã¯ããŸãšããŸããã ãããŠãã€ã®ãªã¹ããã§ãNASAã«æçŽãæžããŠããã¹ãŠã®è³æãéµäŸ¿ã§ç¡æã§å
¥æã§ããããšãããããŸããã




åœæãç«æã«æ€æ°å°ããããšæ³å®ãããŠããã®ã§ãç§ã¯å®å®è¹ã®å°ããªãããžã§ã¯ããå§ããŸããã




ç§ã¯ãšã³ãžã³ãšã€ãªã³é»æ± ã«èå³ãæã¡ã11æ³ã®ãšããç§ã®äž»ãªé¢å¿ã¯ç©çåŠã§ããã



ãããŠãæ¬ãèªãã ãã§å€ãã®ããšãçŽ æ©ãåŠã¹ãããšãããããŸããïŒããã¯åŠæ ¡ãšã¯é¢ä¿ãããŸããã§ããïŒã ç©çç§åŠã®ããŸããŸãªåéãéžæãããããã«é¢ããç¥èãã·ã¹ãã ã«æŽçããããšããŸããã ãã®çµæïŒãã§ã«12æ³ã®ãšãïŒãç©çåŠã«é¢ãããã¹ãŠã®äºå®ããŸãšããããã«å€ãéãããŸããã ãã®ãèŠèŠåãã®ããã€ããåŒã³åºãããšãã§ãããšæããŸãã ãããŠãå®éãããã¯ã¯ããã«å€ãã®ãã
ã«ãã€ã³ã¿ãŒãããäžã§ç°¡åã«èŠã€ããããšãã§ã
ãŸã ïŒ




æ°å¹Žåãç§ã¯ãããïŒWolfram | Alphaã®ãªãªãŒã¹äžã«ïŒåã³èŠã€ããŠãã
ããããŸããäžçåãããšãããŸããïŒ ããããŠã11æã12æã®é ããçªå·ããã€ã€ã«ãå§ããŸããã Wolfram | Alphaãåãããšããããã©ããã確ãããããã«äœå¹ŽãïŒ
ãã¡ãã ããã¹ãŠãããŸããããŸããïŒ

ç§ã12æ³ã®æãã€ã®ãªã¹ã®äŒçµ±ã«åŸã£ãŠãç§ã¯ããããå
¬ç«åŠæ ¡ã«è¡ããŸããããå®éã«ã¯ç§ç«åŠæ ¡ã§ããã ç§ã¯ã€ãŒãã³ã«è¡ããŸãã-ãããã®åŠæ ¡ã®äžã§æãæåãªãã®ã§ãã³ãã³ãã¹ãã¢ã¡ãªã«ã«å°çãã50幎åã«èšç«ãããŸããã 1972幎ã«å
¥åŠããåäŸãã¡ã®äžã§æé«ã®å¥šåŠéãããåããŸããã
ã¯ãã圌ãã¯ãã€ãããŒã«ã³ãŒããçãŠãç§ã®ãããªç宀ã®åŠè
ãéšãªã©ãé²ãããŒããçãŠããŸãããç§ã¯ãããã®æ¯å¹Žã®ããªãŒã»ããã¿ãŒã¹ã¿ã€ã«ã®åçãããŸãåé¿ã§ãããšæããŸããããäžåºŠã°ã«ãŒãã«æãŸã£ãåçïŒ

åœæã圌ã®ã©ãã³èªãã®ãªã·ã£èªãã¬ãŠã³ã䜿ã£ãŠãç©çåŠãç§ã®æ¬åœã®æ
ç±ã ã£ãã®ã§ãããçš®ã®äºéã®ç掻ãéããŸããã
å€ã«13æ³ã«ãªã£ããšããç§ã¯
çŽ ç²åç©çåŠã«é¢ããç°¡åãªæ
å ±ãéããŸããïŒ


ãããŠãç§ã¯éèŠãªçºèŠãããŸããïŒ
åäŸã§ããé¢çœããã®ãçºèŠããããšãã§ããŸãã ãããŠãç©çåŠã®è³ªåã«ç¬èªã«çããããšããããæ¬ã®äžã§çããæ¢ããŠããŸããã15æ³ã«ãªããŸã§ã«ã
ç©çåŠã«é¢ããèšäºãå
¬ââéãå§ããŸããã ç©çãžã£ãŒãã«ã«èšäºãæçš¿ãããšãã«ãããªããäœæ³ã§ããããå°ãã人ã¯ããŸããã

12æ³ã®ãšããäœãéèŠãªããšãèµ·ãããŸãããæåã®ã³ã³ãã¥ãŒã¿ãŒã«åºäŒããŸããã ããã¯
ãšãªãªãã903Cã§ãã ããã¯ç§ã䜿çšãããã®ãšãŸã£ããåãã§ã¯ãããŸãããã䌌ãŠããŸãïŒ

圌ã¯ã
ã¢ã©ã³ã»ãã¥ãŒãªã³ã°ã®å人ã ã£ãç§ã®å
çããŒãã³ã»ã©ãŠãã¬ããžãšãšãã«ã€ãŒãã³ã«çŸããŸããã 圌ã¯ãå€ãã®å ŽåSIRïŒã¢ã»ã³ãã©ãŒïŒã§ããã€ã©ãŒããŒãã䜿çšããŠããã°ã©ã ããã18ããã°ã©ã ã®18ããããã§ã©ã€ãã³ã¢ãæã£ãŠããŸããã

å€ãã®å ŽåãæãéèŠãªã¹ãã«ã®1ã€ã¯ãå
åŠåŒãªãŒããŒãééããåŸã«ããŒããå·»ãæ»ãããšã§ããããã«æãããŸããã
ãšã«ãããã³ã³ãã¥ãŒã¿ãŒã䜿ã£ãŠç©çåŠãããããã£ãã 12æ³ã®ãšãã«
ãã®æ¬ã
åãåããŸãã ã

ã«ããŒç»åã¯ãã©ã³ãã æ§ãšãšã³ããããŒã®å¢å ã瀺ãã·ãã¥ã¬ãŒããããã¬ã¹ååã§ãããšæ³å®ããŸããã ããããããšã§ãããæ°å¹ŽåŸãç§ã¯ãã®åçãå®éã«ã¯äžçš®ã®åœç©ã§ããããšãçºèŠããŸããã ãããã12æ³ã®ãšããç§ã¯æ¬åœã«ã³ã³ãã¥ãŒã¿ã䜿ã£ãŠããããã¬ã€ãããã£ãã§ãã
ããã»ã©åçŽã§ã¯ãããŸããã§ããã ååã®äœçœ®ã¯å®æ°ã§ããã è¡çªã¢ã«ãŽãªãºã ãªã©ãå¿
èŠã§ããã ãããŠããšãªãªãã903ã«é©å¿ããããã«ãç§ã¯æçµçã«å€ãã®ããšãåçŽåããŸããããããŠã2Dã»ã«ã©ãŒãªãŒãããã³ã§ããããšã倿ããŸããã
ãããã10幎åŸ
ãã»ã«ãªãŒãããã³ã®åéã§ããã€ãã®
çŽ æŽãããçºèŠãããŸãã ã ãããããã®åŸãç§ã¯ã»ã«ã©ãŒãªãŒãããã³ã®ã«ãŒã«ã«å¹žéã§ã¯ãªããäœãçºèŠããããšãªããããã«å¯ŸåŠããããšã«ãªããŸããã ãããŠæåŸã«ãç§ã®æå€§ã®ææã¯ããšãªãªãã903ã®ããŒãããŒããæžãããšã§ããã

ãã€ã©ãŒããŒãã«ã¯é倧ãªåé¡ã1ã€ãããŸããããã¯é黿°ã®é»è·ãåãåãã穎ããããããããããæ£ããèªã¿åãããŸããã ããŠãããŒãããŒããŒã®å Žåããšã©ãŒèšæ£ã³ãŒããèãåºãããã§ãã¯ã«å€±æããå ŽåããªãŒããŒã®ããŒãã忢ããæ°ã¡ãŒãã«åŒãæ»ããŠåèªã¿åãã§ããããã«èšå®ããŸããã
ããããŸããã®ã§ã16æ³ã«ãªããŸã§ã«
ç©çåŠã®èšäºãåºçããèªç¥åºŠããäžãããåŠæ ¡ãåºãŠãç²åç ç©¶ãè¡ã£ãŠãã
Rutherford Laboratoryãšããè±åœæ¿åºã®ç 究宀ã§åããŸããã

ä»ãããªãã¯ç§ãæ°åŠãããŸãåŸæã§ã¯ãªãããšãæããã«ãªã£ãåŠæ ¡ã®ã¬ããŒãã«ãŒããæãåºããããããŸããã ã¹ã©ã€ãã«ãŒã«ã䜿çšãå§ãã1972幎ã«é»åã䜿çšãå§ãããšãããã¹ãŠãå°ãè¯ããªããŸããã ããããç§ã¯åŠæ ¡ã§æ°åŠãããããäžè¬çã«æ°åŠããããããã®ã奜ãã§ã¯ãããŸããã§ããã ãããŠçŽ ç²åç©çåŠã«ã¯å€ãã®æ°åŠããããŸãã®ã§ããã®ç§ã®å«ãã¯åé¡ã§ããã
ã©ã¶ãã©ãŒãã®ç 究宀ã§ã¯ã2ã€ã®ããšãå©ãã«ãªããŸããã ãŸãããããã¿ãŒãåãããã¹ã¯ãããã³ã³ãã¥ãŒã¿ãŒã§ãéåžžã«çŸããã€ã³ã¿ã©ã¯ãã£ããªèšç®ãè¡ãããšãã§ããŸãã æ¬¡ã«ãFortranã§ããã°ã©ãã³ã°ãããã®ã®ã¡ã€ã³ãã¬ãŒã ã
ã©ã¶ãã©ãŒãã®ç 究宀ã®åŸãç§ã¯
ãªãã¯ã¹ãã©ãŒãã®å€§åŠã«è¡ã
ãŸãã ã éåžžã«çãæéã§ãããã¯ééãã ãšæ°ã¥ããŸããããåœæã¯è¬çŸ©ã«åºåžããå¿
èŠã¯ãªãã£ãã®ã§ãç©çåŠã®ç ç©¶ãé ããŠããŸããŸããã ãããŠåºæ¬çã«ã¯ãã³ã³ãã¥ãŒã¿ãŒãš
ARPANETã«æ¥ç¶ããã端æ«ãåããæ žç©çåŠã®å»ºç©ã®ãæ¡ä»¶ã®è¯ãå°äžã§æéãéãããŸããã
ãããã-1976幎-ã·ã³ããªãã¯æ°åŠã代æ°ãªã©ã®ã¯ã©ã¹ã§æåã«ã³ã³ãã¥ãŒã¿ãŒã䜿ãå§ããŸãããçŽ ç²åç©çåŠã®ãã¡ã€ã³ãã³å³ã«ã¯ãå€ãã®ä»£æ°ãå«ãŸããŠããŸãã ãããŠ1962幎ã«ã3人ã®ç©çåŠè
ãCERNã§åºäŒã£ã幎ã§ããã®æ¹åã§äœæ¥ããããã«ã³ã³ãã¥ãŒã¿ãŒã䜿çšããããšã決å®ããããã§ãã 圌ãã«ã¯3ã€ã®ç°ãªãã¢ãããŒãããããŸããã
Fortranã§ ASHMEDAIãšããã·ã¹ãã ã
äœæããŸããã ããäžã€ã¯ã¹ã¿ã³ãã©ãŒãã®
ãžã§ã³ã»ããã«ãŒã·ãŒã®åœ±é¿äžã«ãããŸã
-Lispã®ReduceãšåŒã°ããã·ã¹ãã ã§ãã å¥ã®äººã¯ããªã©ã³ãèªã®ããŒã¢ããã¯ã䜿çšããŠã¢ã»ã³ãã©ãŒã§CDC 6000ã«
SCHOONSCHIPãšåŒã°ããã·ã¹ãã ã
äœæããŸããã è峿·±ãããšã«ãæ°å¹ŽåŸããããã®ç©çåŠè
ã®äžäººã
ããŒãã«è³ãåè³ããŸãã ã ããã¯ã
ã¢ã»ã³ããªèšèªã§ SCHOONSCHIPãæžãã
Tini Veltmanã§ããã



ãããã«ããã1976幎ã«ã¯ãäœæè
以å€ã®äººã
ã¯ãããã®ã·ã¹ãã ã䜿çšããŸããã§ããã ããããã¹ãŠã䜿ãå§ããŸããã ããããç§ã®ãæ°ã«å
¥ãã¯1960幎代åã°ã«
MITã® Lispã§æžããããŸã£ããç°ãªãã·ã¹ãã ã§ããã ããã¯
MacsymaãšåŒã°ããã·ã¹ãã ã§ããã 圌女ã¯Project MAC PDP-10ã³ã³ãã¥ãŒã¿ãŒã§åããŠããŸããã ãããŠãã€ã®ãªã¹ã®17æ³ã®åäŸãšããŠç§ã«ãšã£ãŠéèŠã ã£ãã®ã¯ãARPANETã§åœŒå¥³ã«äŒããããšã§ããã
ãã¹ã236ããã£ãã®ã§ã@ O 236ã®ãããªãã®ãå
¥åããŠã察話åãªãã¬ãŒãã£ã³ã°ã·ã¹ãã ã«æ¥ç¶ããŸããã 誰ããSWãã°ã€ã³ãååŸããŸããã ããã§ç§ã¯Swolfã«ãªããMacsymaã䜿ãå§ããŸããã

1977幎ã®å€ã
ã¢ã«ãŽã³ãåœç«ç ç©¶æã§éãããŸãããç©çåŠè
ã®ã¢ã€ãã¢ãã¡ã€ã³ãã¬ãŒã ã«ãŒã ã§ãã¹ããããŸããã
ãã®åŸã1978幎ã«ã
ã«ãªãã©ã«ãã¢å·¥ç§å€§åŠã®å€§åŠé¢ã«è¡ããŸããã ãã®ç¬éãŸã§ã«ãç§ã¯äžçæå€§ã®ã³ã³ãã¥ãŒã¿ãŒä»£æ°ã®ãŠãŒã¶ãŒã ã£ããšæããŸãã ãããŠãããã¯ãšãŠãã¯ãŒã«ã ã£ãã®ã§ãããããã¹ãŠãéåžžã«ç°¡åãã€ç°¡åã«èšç®ã§ããŸããã ç§ã¯ä»äºã§è¯ããã§è€éãªãã©ãŒãã¥ã©ã䜿ã£ãŠããããšãŠã楜ããã ã

ç§ã¯çŽ æŽãããèšç®æ©ãšããŠè©å€ãåŸãŸããã ãã¡ããã圌女ã¯100ïŒ
ã«ãµãããããããŸããã§ããã å®éãïŒå
¬å¹³ãæãããã«ïŒäœããç§ã«æ®ã£ãŠããŸããããéåžžã«é·ãéèšç®ãè¡ã£ãŠããã®ã§ãæ°ããçš®é¡ã®çŽæãç²åŸããŸããã ç§ã¯èªåèªèº«ã§ç©åãããŸãåããããŸããã§ããã ããããã³ã³ãã¥ãŒã¿ã䜿çšããŠæ»ã£ãŠå®è¡ãã詊ããŠã¿ã䟡å€ããããã®ãçŽæçã«çè§£ããŠãããäœãæ©èœãããã詊ãããšãã§ããŸããã
Macsymaçšã«å€§éã®ã³ãŒããäœæããŸããã ãããŠ1979幎ã®ã©ããã§ãç§ã¯å£ã«ã¶ã€ãããŸãããäœãæ°ãããã®ãå¿
èŠã§ããã å³ã®äžåãªMACSYMA RELOADè¡ã«æ³šæããŠãã ããã


ãã®åŸã1979幎11æã20æ³ã®èªçæ¥ãè¿ããŠããã«ãè«æãéããŠè«æãšåŒã³
ãå士å·ãååŸããŸãã ã ãããŠæ°æ¥åŸãç§ã¯ãžã¥ããŒãã®
CERNã蚪ããç©çåŠã«ãããç§ã®å°æ¥ã«ã€ããŠèãå§ããŸããïŒåœæã¯ããã§ããïŒã åœæç§ã確信ããŠããã®ã¯ãèšç®ã®ããã«Macsyma以å€ã®ãã®ãå¿
èŠã«ãªããšããããšã ãã§ããã ãã®ãšããç§ã¯èªåã®ããŒãºã«åã£ãã·ã¹ãã ãæ§ç¯ããããšã«ããŸããã ãããŠã
仿§ãäœæãå§ããŸããã

æåã¯ãALGYïŒä»£æ°ãããã¥ã¬ãŒã¿ãŒïŒã«ãªãã¯ãã§ããã ããããç§ã¯ããã«ã代æ°çæäœä»¥äžã®ããšãããªããã°ãªããªãããšã«æ°ä»ããŸããã
Algol ãLispã
APLãªã©ã®æ±çšã³ã³ãã¥ãŒã¿ãŒèšèªã®ã»ãšãã©ãç¥ã£ãŠããŸããã ããããäœããã®çç±ã§ãç§ãã·ã¹ãã ãäœæãããé åããã£ããã£ããŸããã§ããã
ç§ã¯ç©çåŠããåŠãã ããšããããšæãïŒååãèŠã€ããŠäœãèµ·ãã£ãŠããã®ããçè§£ããããã«æ·±ãè¡ã£ãã æ¯ã®å²åŠçè«çã«é¢ããæç§æžãååšããŠããªãã£ããšãã§ãããæ°åŠçè«çãšè«çã䜿çšããŠäœããå®åŒåãã詊ã¿ã®æŽå²ã«ã€ããŠäœããç¥ã£ãŠããŸããã
ãããã®åœ¢åŒåã®è©Šã¿ã®æŽå²ã¯éåžžã«è峿·±ããã®ã§ãããå€ãã®æåãªååã«é¢é£ä»ããããŠããŸããããã¯ã
ã¢ãªã¹ããã¬ã¹ ã
ã©ã€ãããã ïŒHabréã®èšäºã
ã©ã€ããããã®éºç£ã®è©³çް ããåç
§ïŒãFredgeã
Peano ã
Hilbert ã
Whitehead ã
Russell ããªã©ãããããããã¯å¥ã®äŒè©±ã§ãã ãããã1979幎ã«ãç§ã®èããããã·ã³ããªãã¯è¡šçŸãšãã®å€æã®ã¢ã€ãã¢ã«åºã¥ããæ§é ãèãåºãããšã«ãªããŸããã
ç§ãæã«å
¥ãããã®ã¯ã
SMPïŒSymbolic Manipulationsããã°ã©ã ãšåŒã°ããããã«åãçµãããã«ãã«ãªãã©ã«ãã¢å·¥ç§å€§åŠå
šäœãã人ã
ãåŒãä»ãå§ããŸããã
ãªãã£ãŒãã»ãã¡ã€ã³ãã³ã¯äŒè°ã«åºåžããããã°ã©ã ã®æ§é ã«ã€ããŠè°è«ããã·ã¹ãã ãšå¯Ÿè©±ããããã®ããŸããŸãªã¢ã€ãã¢ãæäŸããŸããã äžæ¹ãç©çåŠéšã¯VAX 11/780ãåãåããããã€ãã®è«äºã®åŸãUnixãèµ·åããŸããã åæã«ã
Goããã°ã©ãã³ã°èšèªã®äœæè
ã§ãã
Rob Pikeãšããååã®è¥ãç©çåŠã®åŠçã¯ããå°æ¥ã®èšèªãã§ã·ã¹ãã ã®ã³ãŒããèšè¿°ããå¿
èŠããããšç¢ºä¿¡ããŸãã
ãç§ã¯Cã³ãŒããæžãããšã«æåãããã°ããã¯1æ¥ã«å¹³åã§çŽ1000è¡ãæžããŸããã ãããŠã1981幎6æãŸã§ã«ãããã€ãã®èå人ã®åå ã«ãããSMPã®æåã®ããŒãžã§ã³ãæºåã§ããŸãã-ç§ãæžãã
ããã¥ã¡ã³ãã®å€§ããªæ¬ãšå
±ã«ã

è¯ã; ããªããå°ããããšãã§ããŸãïŒç§ãã¡ã¯SMPãèŠãããšãã§ããŸããïŒ SMPã«åãçµãã§ãããšããæå·åã§ãœãŒã¹ã³ãŒããä¿è·ããå¿
èŠããããšããçŽ æŽãããã¢ã€ãã¢ããããŸããã ãããŠãããªãã¯ãããæšæž¬ããŸããã30幎åŸã誰ããã¹ã¯ãŒããæãåºãããšãã§ããŸããã§ããã å°ãåãŸã§ã1ã€ã®ç¶æ³ãçºçããŸããã
ä»ã®ã¢ã€ãã¢ãå®çŸããããã«ãUnixæå·åããã°ã©ã ã®ä¿®æ£çã䜿çšããŠãæå·åãããå®å
šã«ããŸããã æ°å¹Žå
ã®Mathematicaã®
25åšå¹Žãèšå¿µããŠãæå·åãè§£èªããã¯ã©ãŠããœãŒã·ã³ã°ãããžã§ã¯ããå®è£
ããŸããã æ®å¿µãªãããã³ãŒãã®ã³ã³ãã€ã«ã¯ç°¡åã§ã¯ãããŸããã§ãã-15æ³ã®ãã©ã³ãã£ã¢ã®å©ãã®ãããã§ãããããæ©èœããããã«ãªããŸããã
ãããŠããã«ãããŸãïŒVAXä»®æ³ãã·ã³ãšãã¥ã¬ãŒã¿ãŒå
ã§åäœããã®ã§ãå®è¡äžã®SMPã®ããŒãžã§ã³ãïŒ30幎ã¶ãã«ïŒè¡šç€ºã§ããŸãã

SMPã¯ãè¯ãã¢ã€ãã¢ãšããã»ã©è¯ããªãã¢ã€ãã¢ã®æ··åç©ã§ããã ããšãã°ãSCHOONSHIPã®èè
ã§ããTini Veltmanã¯ãæªãã¢ã€ãã¢ãææ¡ããŸãããè€æ°ã®ããã»ããµã§ããé«éãªæµ®åå°æ°ç¹åœä»€ã䜿çšã§ããããã«ãæçæ°ãæµ®åå°æ°ç¹ãšããŠè¡šãããšãææ¡ããŸããã ããããä»ã«ãå€ãã®æªãã¢ã€ãã¢ããããŸããã
è峿·±ãã¢ã€ãã¢ããããŸãã-ç§ãããããžã§ã¯ã·ã§ã³ããšåŒãã ãã®ã®ããã«ïŒå®éã颿°ãšãªã¹ãã®çµã¿åããã ããã€ãã®ãã©ãã«ãé€ããŠã圌ãã¯çŽ æŽãããã£ãã ãããŠãé£ç¶ããæŽæ°ã€ã³ããã¯ã¹ãæã€ã»ãšãã©ãã¹ãŠã®ãã¯ãã«ã§å¥åŠãªããšãèµ·ãããŸããã
ããããå
šäœãšããŠãSMPã¯éåžžã«ããŸãæ©èœãããã¡ããç§ã¯ãããéåžžã«æçšãªãã®ã§ãããšå€æããŸããã ã ããä»ã次ã®åé¡ã¯ãããã©ãããããæ±ºããããšã§ããã ãã®ãããªä»äºã«ã¯æ¬åœã®ããŒã ãå¿
èŠã§ããããããå®çŸããæåã®æ¹æ³ã¯ããžãã¹ã忥çãªåºç€ã«ç§»ãããšã ãšæ°ã¥ããŸããã ããããåœæç§ã¯21æ³ã§ãããžãã¹ã«ã€ããŠäœãç¥ããŸããã§ããã
ãããããç§ã¯æè¡ã®åæ¥åã®å€§åŠã®ãªãã£ã¹ã«æ¥ãŠã圌ãã«äœããã¹ããå°ããŸããã ããããã
åºæ¬çã«ææã¯ç§ãã¡ã®ãšããã«æ¥ãªãã圌ãã¯èªåã®äŒç€Ÿãéãããã®ã§ã圌ãã¯ç¥ããªãã£ãããšã倿ããã ã
ãŸãã ãç§ã¯èšã£ããã
ç§ã¯ãããããããšãã§ããŸããïŒ ã ãããŠåŒè·å£«ã¯ããçš®ã®ããã¥ã¢ã«ãåãåºããããã調ã¹ãŠèšã£ããã
ããã§ã¯ãè³æã®èäœæš©ã¯äœæè
ãšãœãããŠã§ã¢ã«ãå±ããŠãããšèšã£ãŠããã®ã§ãããªãã¯äœã§ãã§ããŸã ãã
ããã§ãç§ã¯èªåã®äŒç€Ÿãèšç«ããããšè©Šã¿ãŸããã çµå±ã倧åŠã¯ç§ãæãã§ããããšãããã¹ãã§ã¯ãªããšçªç¶æ±ºããã®ã§ãããã¯ããã»ã©åçŽã§ã¯ãªãããšã倿ããŸããã
æ°å¹Žåãã«ãªãã©ã«ãã¢å·¥ç§å€§åŠã«ãããšãã«ãåœæåŠé·ã ã£ã95æ³ã®ç·ã«
åºäŒããŸãã ã圌ã¯ã
ãŠã«ãã©ã äºä»¶ ããšåŒã°ãããã®ã®è©³çŽ°ã®æ®ãã®éšåãæçµçã«èšå
¥ããŠãããŸããã ããªããæ³åã§ãããããå¥åŠã ã£ãã ç§ã¯ããã«ã€ããŠè©±ããŸããã ã«ãªãã©ã«ãã¢å·¥ç§å€§åŠã®1929幎ã®ãã¹ãã¯ã§ãã
ã¢ãŒãã«ãã»ããã¯ãã³ãpHã¡ãŒã¿ãŒã®æš©å©ã䞻匵ãã
ããã¯ãã³ã»ã€ã³ã¹ãã«ã¡ã³ããèšç«ããããšããå§ãŸããŸããéºäŒåé
åæ±ºå®æè¡ãã«ãªãã©ã«ãã¢å·¥ç§å€§åŠã§çºèŠããã
Applied Biosystemsãäœæããããã«æ®ããããšããäºå®ã
ç§ãäœæããäŒç€Ÿã¯ãã«ãªãã©ã«ãã¢å·¥ç§å€§åŠãåŸã«ããŠèŸãããšããŠããåµãä¹ãè¶ããŸããããããŠã圌ã¯å¥åŠãªãœãããŠã§ã¢æææš©ããªã·ãŒã«çµæ¢ç¬Šãæã¡ãŸããã
Computer Mathematics Corporationãèšç«ã
ãŠãã ãç§ã¯å€§ããããšãããŸããã§ããã CEOã®è·ã«äººïŒç§ã®2åã®å¹Žéœ¢ïŒãæåŸ
ããŸããã ãããŠãããã«ãã¹ãŠãç§ãçã«ããªã£ãŠãããšæã£ãŠãããã®ããé¢ãå§ããŸããã
çæ°ã®ç§ã®ãæ°ã«å
¥ãã®ç¬éã®1ã€ã¯ãããŒããŠã§ã¢ããžãã¹ã«åå
¥ããSMPãèµ·åããããã®ã¹ããŒã·ã§ã³ãæ§ç¯ãããšããã¢ã€ãã¢ã§ããã ãŸãããã®æç¹ã§ã¯ãåäžã®ã¹ããŒã·ã§ã³ã«ååãªã¡ã¢ãªããªããMotorola 68000ããã»ããµã¯ä»®æ³ã¡ã¢ãªããµããŒãããŠããŸããã§ããã , 68000-x , , , . , . ,
, â
SUN â .
, 1981 , , , â â . , , , ,
Inference Corporation ( NASDAQ). SMP , - 40 000$ . , , .
â
, , ,
"
", .
â - , . , â (SUN) ( â ):


- â ; â , .
Thinking Machines Corporation . ,
WarGames , : "
, ? ".
Connection Machine , .
, ("
") , Ixis. ,
, . , , , (, ) , .
.
( ), , . , "
Microsoft ". Microsoft.
1985 , , ,
. -,
- , . , - .
â , .
â , , Beckman Foundation, . , 1986 , - 100 .
, . , . , .
. , , , , . : -,
; , -,
.
. SMP. C.
PostScript , . , . ,
, , , .
, , . SMP , , â , ,
Mathematica .

, , . , ,
,â . Mathematica , SMP. SMP â Mathematica , .
, Mathematica .
Omega . .
Polymath .
Technique . â . , , ( - ) .

, . - ,
Adobe PostScript. , , , ,
,
NeXT .
. , , "
Mathematica ", , . , â . .
18 Mathematica.
,
. , , .
Mathematica
NeXT :

:
Sun â
;
Silicon Graphics .
Ardent â
.
AIX/RT (
IBM ) â
.
:
23 1988 .
Mathematica: .
Addison-Wesley , . , PostScript , . ,
, ,
Addison-Wesley.

Mathematica â , , Techmart, -. Mathematica MS-DOS - (640). , Mac.
ComputerWare â -.

. , .
Apple .
Sun , :

Mathematica.
Mathematica â , Mathematica. , â , , - .
. . . ,
Time "
Those Computers Are Dummies ", Mathematica .

Mathematica . â ,
,
Sony , .
.
Cray-2 . Mathematica . - 2 + 2. â â «5». , .
- 1990 â :

NeXT Mathematica . , , NeXT Mathematica.
- , .

, - 150 . : , - , ? , ; , . , â â .

â , . , Mathematica . , . , â
.
. , . 10 . , ⊠, !
, , , â . . .
, 7 1994 :

,
:

1996 Mathematica. 1988 . Mathematica . , . 1989^1989 â , 1989 , .
Raspberry Pi , .
, 1988 ( , , , ) Mac NeXT,
.
, - Mathematica. C (- C, ,
C ++ 1988 ). Mathematica,
Wolfram Language â .
, , . â Mac, NeXT, Microsoft Windows X Windows. 1996 . 20 ; , .
Mathematica - , .

« »,
MathMobiles , .
Mathematica . , , . , 1997
Mathematica. , : , . , - â Mathematica. .
. DRM : "
PC; Mathematica ! ". : "
". , , .
2002 , , , ,
:

"
" , . , , , . , . , , , .
Mathematica, . , . 2006 , ( ).
CDF ( ),
Wolfram Demonstrations .

. . . , . , 36 ,
The Wolfram Functions Site 300,000+ :

, . , , ,
. -, . .

, , . .
webMathematica , , âŠ
Mathematica , , .
, , , , "
":
-, . , - . 1980 , . .
,
. "
" "
" . , , , "
", .
, , Mathematica. : "
, , ? " , . : "
- " . . , , .
. , , . â , . , . , .
, , . , WolframTones. , . , . .
Wolfram|Alpha â , .
, , Wolfram|Alpha . , , - , , .
, Wolfram|Alpha ( Mathematica Wolfram Language) . , .
, 15 2009 . : , . Amazon -: , .
. , , . . , - , - , , , , , , , .
,
justin.tv (
YCombinator ), â .
« » , , . , : , .


, . ,
. , â , .
, , . . : ! Wolfram|Alpha (
):

, , . , , 9:33:50 15 2009 ,
Wolfram|Alpha . . , .
. , - :

- : «
, ?! ". â :

Wolfram|Alpha; .
Microsoft Wolfram|Alpha
Bing .
Siri . Apple Siri,
( ) Wolfram|Alpha Siri.

, .
Wolfram Language . , . 1990- Mathematica â M Language. , : ,
, 1993 . , .
. , Wolfram|Alpha, , . , , , Mathematica . :

,
90% . "
", . ,
- . , Wolfram|Alpha , .
- â , , â .
Mathematica , . Wolfram Language (
) â , â . âŠ
. , , Mathematica 10000 :

. , , :
, . , :
Wolfram Open Cloud , Wolfram Language â 30 40 .
30 , Wolfram Language
â , . â , .
. , ,
. . ,
Tweet-a-Program :

â ,
Wolfram|Alpha , 15 Wolfram Language.
, Wolfram Language. , Wolfram Language .
:

, , , 12-, Wolfram Language, Elliott 903. , .
, , , .
( . ):