#-Newtons divided difference interpolation formula implementation using perl language----- =comment -----Input Instruction------ Enter the number of records Now enter the value of x and corresponding y Finally enter the value of x for finding y. =cut #-------------main code start--------- print "\Enter how many record you to enter : "; $n = <>; $k = 0; print "Enter the value of x with corresponding y : \n"; for($i=0; $i<$n; $i++) { $x[$i] = <>; # Input x[] $y[$k][$i]= <>; # Input y[] } print "\n\nEnter X for finding f(x): "; $p = <>; # Mechanism for difference table----------- for($i=1;$i<$n;$i++) { $k=$i; for($j=0;$j<($n-$i);$j++) { $y[$i][$j]=($y[$i-1][$j+1]-$y[$i-1][$j])/($x[$k]-$x[$j]); $k++; } } # Print difference table----------- print "\n\n--------------------------------Difference table for Newtons Divided Formula Formula--------------------------------------\n"; print "------------------------------------------------------------------------------------------------------------------------------------------\n"; print " X\t\t"; for($i=0;$i<$n;$i++){ print "Y($i)\t\t"; } print "\n------------------------------------------------------------------------------------------------------------------------------------------\n"; for($i=0;$i<$n;$i++) { printf("\n %.4lf\t",$x[$i]); for($j=0;$j<($n-$i);$j++) { printf(" %.3lf ",$y[$j][$i]); } print "\n"; } $i=0; do { if(($x[$i]<$p) && ($p<$x[$i+1])){ $k=1; } else{ $i++; } }while($k != 1); $f=$i; $sum=0; for($i=0;$i<($n-1);$i++) { $k=$f; $temp=1; for($j=0;$j<$i;$j++) { $temp = $temp * ($p - $x[$k]); $k++; } $sum = $sum + ($temp*($y[$i][$f])); } printf("\n\nFinal answer f(%.2f) = %f\n\n",$p,$sum); print "-------------THANK YOU------------\n"; =comment --------------Input example----------- 5 0 1 1 3 3 49 4 129 7 813 .3 Ans : (0.30) = 1.831000 =cut
Newtons divided difference interpolation formula implementation using perl language
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