Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka spoken tutorial halor ka '''Optimization of Linear Functions with Linear Constra..."

2017-08-17T09:42:31Z

Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka spoken tutorial halor ka '''Optimization of Linear Functions with Linear Constra..."

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{| Border=1
|'''Time'''
|'''Narration'''
|-
| 00:01
|Paralok, ngi pdiangsngewbha ia phi sha ka spoken tutorial halor ka '''Optimization of Linear Functions with Linear Constraints Using Scilab'''.
|-
| 00:10
| Ha kane ka jinghikai, ngin sa pule:
|-
|00:12
|Kamut aiu '''Optimization?'''
|-
|00:15
|Bad kumno ban pyndonkam ia ka '''Scilab function karmarkar''', na ka bynta ka optimization.
|-
| 00:20
|'''Optimization''' kamut
|-
|00:22
|Ban minimize lane maximize ia ka '''objective function''' ba la ai.
|-
| 00:26
|Ia kaba la khot ruh teng teng kum ka '''Cost function''',
|-
| 00:30
| Da kaba pynpher ia ki decision variables
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|00:33
|Ki decision variables kidei ki bynta bapher sha ki predefined constraints.
|-
|00:38
|Kine ki constraints kidei ruh ha ka form jong katto katne ki functions jong ki variables.
|-
| 00:44
| '''Optimization''' la pyndonkam bha ha kiba bun ki engineering bad kumjuh ruh ki bym dei ki bynta ka engineering kum:
|-
| 00:52
| Economics
|-
|00:54
|Control Theory bad
|-
|00:56
| Operations & Research.
|-
|00:58
|Ka '''Scilab function karmarkar''' la pyndonkam na ka bynta
|-
|01:01
|Ban optimize ia ka linear objective function,
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| 01:05
|Katkum ki linear constraints
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| 01:07
||Ha ki decision variables.
|-
|01:10
|| Ngin sa solve ia ka nuksa kaba bud da kaba pyndonkam ia ka '''karmarkar''' function:
|-
|01:14
| Minimize '''minus three 'x' one minus 'x' two minus three 'x' three'''
|-
|01:19
| Na ka bynta: '''two 'x' one plus 'x' two plus 'x' three less than or equal to two.'''
|-
|01:26
|''' 'x' one plus two 'x' two plus three 'x' three less than or equal to five.'''
|-
|01:32
||'''two 'x' one plus two 'x' two plus 'x' three less than or equal to six.'''
|-
|01:36
|Ha kaba ''' 'x' one 'x' two 'x' three''' baroh kidei '''greater than''' lane '''equal to zero'''
|-
| 01:42
|Phin iohi ba baroh ki functions , objective functions bad kumjuh ruh ki constraints, kidei linear.
|-
|01:49
||Shwa ba ngin solve ia ka problem ba la ai, leit sha ka '''scilab console''' bad type:
|-
|01:54
| '''help karmarkar'''
|-
|01:57
| Bad nion '''Enter.'''
|-
| 01:59
||Phi lah ban iohi ia ka calling sequence jong ka argument.
|-
| 02:03
|Ki jingbatai shaphang argument, ka jingbatai bniah bad katto katne ki nuksa ha ka '''Help Browser.'''
|-
|02:12
| Khang noh ia ka '''Help Browser '''.
|-
|02:14
| Ngin batai kyllum ia ka input bad output arguments hangne.
|-
| 02:19
|Ki output arguments kidei ''' 'x' opt, 'f' opt, exitflag, iter, 'y' opt '''.
|-
| 02:25
|''' 'x' opt:''' udei u optimum solution .
|-
| 02:28
|''' 'f' opt:''' udei u objective function value ha ka '''optimum solution'''
|-
| 02:33
|''' 'exitflag' ''': kadei ka status jong ka execution , ka iarap ban pynithuh lada ka algorithm kadei converging ne em.
|-
|02:41
|''' 'iter' ''': udei u number jong ki iterations ba donkam ban poi sha ''' 'x' opt.'''
|-
|02:46
|''' 'y' opt''' : kadei ka structure kaba don ia ka artylli ki solution.
|-
| 02:49
|Kane ka ai ia ki Lagrange multipliers.
|-
| 02:53
||Ki input arguments kidei ''' 'Aeq' 'beq' 'c' 'x zero' 'rtolf 'gam' 'maxiter' 'outfun' 'A' 'b' 'lb' and 'ub' '''
|-
|03:09
|| ''' 'Aeq' ''' : udei u matrix ha ki linear equality constraints.
|-
| 03:12
| ''' 'beq' ''' : kadei ka liang kamon jong ka linear '''equality''' constraint.
|-
| 03:17
|''' 'c' ''' : udei u '''Linear objective function''' coefficients jong u ''' 'x'. '''
|-
| 03:21
| ''' 'x' zero''' : udei u '''Initial guess .'''
|-
|03:25
||''' rtolf ''': udei u Relative tolerance ha u ''' 'f' of 'x' is equals to 'c' transpose multiplied by 'x'. '''
|-
|03:34
|''' 'gam' ''' : udei u Scaling factor.
|-
| 03:36
|''' 'maxiter' ''' : udei u ''' maximum''' number jong ki iterations uba hadien jong u ia ka output la pynphai.
|-
| 03:43
|''' 'outfun' ''' : kadei ka user-defined output function ba la bynrap lang.
|-
| 03:47
| ''' 'A' ''': udei u Matrix jong ki linear inequality constraints
|-
| 03:51
| ''' 'b' ''': kadei ka liang kamon jong ki linear ''' inequality''' constraints.
|-
| 03:55
||''' 'lb' ''': udei u ''' lowerbound''' jong u ''' 'x'.'''
|-
| 03:58
||''' 'ub'''' kidei ki '''upper bound''' jong u ''' 'x'. '''
|-
| 04:02
||Mynta, ngi lah ban solve ia ka nuksa ba la ai ha ka Scilab da kaba pyndonkam ia ka '''karmarkar''' function.
|-
| 04:07
|Leit sha ka ''' scilab console''' bad type:
|-
| 04:11
|'A' is equals to open square bracket, two <space> one <space> one <semicolon> one <space> two <space> three <semicolon> two <space> two <space> one, close the square bracket
|-
|04:26
|Bad nion Enter.
|-
| 04:28
|Ha kajuh ka rukom type: small 'b' equals to open square bracket, two <semicolon> five <semicolon> six, khang noh ia u square bracket.
|-
| 04:38
| Bad nion '''Enter'''.
|-
| 04:41
| Type: 'c' equals to open square bracket, minus three <semicolon> minus one <semicolon> minus three, close the square bracket.
|-
| 04:53
|Bad nion ''' Enter'''.
|-
| 04:55
| Type: 'lb' equals to open square bracket, zero <semicolon> zero <semicolon> zero, close the square bracket.
|-
| 05:05
|Bad nion ''' Enter'''.
|-
|05:07
|Mynta clear ia ka console da kaba pyndonkam ia ka '''clc''' command.
|-
| 05:12
| Type: '''open square bracket, 'x' opt <comma> 'f' opt <comma> 'exitflag' <comma> iter, close the square bracket equals to karmarkar open parenthesis, open square bracket, close the square bracket <comma> open square bracket, close the square bracket <comma> 'c' <comma> open square bracket, close the square bracket <comma> open square bracket, close the square bracket <comma> open square bracket, close the square bracket <comma> open square bracket, close the square bracket <comma> open square bracket, close the square bracket <comma> capital 'A' <comma> 'small b' <comma> 'lb', close the round bracket.'''
|-
| 06:09
| Bad nion '''Enter'''.
|-
| 06:11
| Nion Enter ban bteng ia ka display.
|-
| 06:14
| Kane kan ai ia ka output kumba la pyni ha ka screen
|-
| 06:18
| Ha kaba '''xopt''' udei u ''' optimum solution''' sha ka problem,
|-
| 06:23
|'''fopt''' udei u value jong ka objective function, ba la khein ha ka optimum solution x is equal to '''xopt'''
|-
| 06:32
|Bad u number jong ka iteration ba donkam ban poi sha ka optimum solution '''xopt''' udei '''70'''
|-
| 06:39
|Sngewbha kynmaw ba: ka long kaba donkam ban pynshai ia ki input arguments ha kajuh ka order
|-
| 06:46
|Ha kaba la dep list ia ki hajrong ha kapor ba call ia ka function
|-
| 06:51
|Ha kane ka jinghikai, ngi la pule shaphang:
|-
| 06:53
|Kaei ka ''' optimization?'''
|-
| 06:55
|Pyndonkam ia ka ''Scilab function karmarkar''' ha ka optimization ban solve ia ki linear problems.
|-
| 07:01
|Ban iakren bad ka kynhun jong ka scilab, sngewbha thoh sha ka '''contact@scilab.in'''
|-
|07:08
| Peit ia ka video ba don ha ka link harum.
|-
| 07:10
| Ka kyllum lang ia ka Spoken Tutorial project.
|-
|07:14
||Lada phim don ia ka bandwidth kaba biang, sngewbha download bad peit ia ka.
|-
|07:18
||Ka kynhun jong ka Spoken Tutorial Project
|-
|07:20
||Ka pynlong ia ki workshops da kaba pyndonkam da ki spoken tutorials.
|-
|07:23
||Ka ai certificates sha kito kiba pass ha ka online test.
|-
|07:27
||Na ka bynta khambun ki jingtip ba bniah, sngewbha thoh sha ka contact@spoken-tutorial.org.
|-
|07:34
|Spoken Tutorial Project kadei shi bynta jong ka Talk to a Teacher project.
|-
| 07:37
| La kyrshan ia ka da ka National Mission on Eduction lyngba ka ICT, MHRD,Sorkar India.
|-
| 07:44
|Kham bun ki jingtip halor kane ka mission kidon ha spoken-tutorial.org/NMEICT-Intro.
|-
| 07:53
|Nga i Meboreen na Shillong nga pynkut ia kane.
|-
|07:57
| Khublei shibun ia ka jingsnohktilang jong phi.

Scilab/C4/Optimization-Using-Karmarkar-Function/Khasi - Revision history

Meboreen Mary: Created page with "{| Border=1 |'''Time''' |'''Narration''' |- | 00:01 |Paralok, ngi pdiangsngewbha ia phi sha ka spoken tutorial halor ka '''Optimization of Linear Functions with Linear Constra..."