Let D be the area bounded by a series of points {x_i,y_i} (1<=i<=N).(The area need not to be convex and the points are supposed to go along the boundary curve.)
My problem is, frankly, that I\'m unsure how this works. I need to modify the double f() function to solve an arbitrary
I\'ve got simply 3 functions, one is control function aan the next 2 function are done in a bit different way using OpenMP. But function thread1 gives another score than thread2 and control and I have
I\'d like to implement the following naive (first order) finite differencing function: finite_difference :: Fractional a => a -> (a -> a) -> a -> a
I\'m working on implementing an FFT algorithm in assem开发者_如何学Cbly on an 8-bit microcontroller (HCS08) for fun. Once the algorithm is completed, I\'ll have an array of 8-bit real/imaginary pairs,
We are supposed to write a program to solve the following initial value problem numerically using 4th order Runge-Kutta. That algorithm isn\'t a problem and I can post my solution when I finish.
I\'m trying to rescale a timestamp (fractional part of seconds only) from nanoseconds (units of 10^-9 seconds) to the lower half of an NTP timestamp (units of 2^-32 seconds). Effectively this means mu
I\'m trying to implement a backward Euler Scheme using the Newton Raphson iteration. I understand that with each iteration, one makes an initial guess, calculates the residual and solv开发者_运维百科e
I\'ve heard that one of McCarthy\'s original motivations for inventing Lisp was to write a system for automatic differentiation. Despite this, my Google searches haven\'t yielded any libraries/macros
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