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fJekJh^28L w?E/fNe; gq'rqkfwzr
B'N
B'N; fJj Gkt//A fe E'Vh ifNb gqfeosh dh gq'rqkfwzr j? s/ fJj w[Pfeb e"PbK dh gqkgsh
ftZu, fJZSs fttjko fbnkT[D ftZu ns/ ftPk^t;s{ s/ g{oD nfXeko nofis eoB
ftZu pj[s T[g:'rh wzBh rJh j?.
w?E/fNe; :'iBk ftZu :'iBh dh :{fBN „gd‟ Bk j' e/ „nfGnk;‟ (Exercise) j[zdh j?. fJ; ftZu
gkm^t;s{ B{z fJZe eVh d/ o{g ftZu oZfynk iKdk j?, fi; ftZu nkyoh gd B{z gfjb/ gd d/ o{g
ftZu g/P ehsk iKdk j?. (gqfsrkwh bVh iK Retrogressive Chaining)H
28H1 w?E/fNe; dhnK nt;EktK (Conditions of Mathetics)
nkozG ftZu w?E/fNe; rfDs d/ y/so ftZu tofsnk frnk ;h gozs{ j'o ftfPnK ftZu th fJ; dk
gq:'r ehsk ik ;edk j?. fJ; :'iBk dhnK fszB nt;EktK j[zdhnK jB^
1H gqdoPB (Demonstration)
2H nB[p'XB (Prompting)
3H w[esh (Release)
gqdoPB ftZu ftfdnkoEhnK d/ f;Zfynk^fttjko B{z gqdofPs ehsk iKdk j?. nB[p'XB nt;Ek
ftZu f;Zfynk fttjko B{z T[sgzB eoB d/ bJh nB[p'XBK dh nt;Ek ehsh iKdh j?.
w[esh nt;Ek ftZu f;Zfynk fttjko (fijV/ f;Zy bJ/ rJ/ jB) T[jBK d/ nfGnk; d/ w"e/ gqdkB
ehs/ iKd/ jB. nB[p'XB fsZih nt;Bk ftZu tosh BjhA ehsh iKdh.
w?E/fNe; dk fBowkD, w[Pfeb j[zdk j?, fJ; d/ bJh :'iBkpZX ftZu ftP/P :'rsk j'Dh ukjhdh j?.
fJ; ftZu f;Zyh ikD tkbh ftPk^t;s{ d/ nkyoh gd s'A P[o{ eoe/, gfjb/ gd sZe gj[zuDk ;XkoD
pkbeK d/ bJh E'Vk w[Pfeb j' iKdk j?.
28H2 w?E/fNe; dhnK gqw[Zy ftP/PsktK ns/ ;zpzXs ekoi^gqDkbh
(Characteristics of Mathetics and Related Work-System)
(1) w?E/fNe; gq'rqkfwzr ftZu j'o fBod/Pe gqko{g dh soQK f;ybkJh^;wZroh d/ ft;Ekog{oD
ftPb/PD Bkb f;Zfynk gqkgs j[zdh j?.
(2) fJ; ftZu f;Zfynk dh fJekJh cq/w (Frame) Bk j' e/ nfGnk; iK ;wZf;nk j[zdh j?.
(3) fJ; nfGnk; iK ;wZf;nk dk ;wkXkB y'iDk jh ftfdnkoEhnK B{z g[PNheoD gqdkB
eodk j?.
(4) fJ; ftZu gqfsrkwh bVh (Backward of Retrogressive) f;XKs dk T[g:'r ehsk
iKdk j?.
eh s[;hA ikDd/ j' gqfsrkwh bVh d/ nzsors fszB w{bG{s gd (gqdoPB, nB[p'XB ns/ w[esh)
Pkfwb jzd/ jB.
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