bisection

Using boost::bind to bind member-function to boost::bisect?

徘徊边缘 提交于 2020-01-11 12:09:55
问题 I've had problems with this before but now it's somehow working. Now I've following problem. I need to bind values into member-function before I call boost::bisect with the same function. I found pretty good tutorial and I've followed it but it seems that I'm still doing something wrong. At first I created test class where I got following working: std::pair<double, double> result = bisect(&Func, 0.0, 1.0, TerminationCondition()); double root = (result.first + result.second) / 2; After that I

How to show all the midpoints on my bisection code?

半世苍凉 提交于 2020-01-07 04:28:23
问题 I have a code for finding the bisection (and it finally works!), but I need to include 3 more things: output- Root History a vector containing the sequence of midpoints obtained by the algorithm output- the absolute value of the function f(x) at r, i.e., fRoot = f(r) input- max iterations function [R, E] = myBisection(f, a, b, tol) m = (a + b)/2; R = m; E = abs(f(m)); while E(end) > tol if sign(f(a)) == sign(f(m)) a = m; else b = m; end m = (a + b)/2; R = [R, m]; E = [E, abs(f(m))]; end how

PYTHON - Bisection search MIT Intro to programming in Python PSET1 part 3

岁酱吖の 提交于 2019-12-23 04:33:22
问题 I am trying to find the best rate of savings to achieve a down payment on a $1million house in 36 months. savings need to be within 100$ of required down payment. downpayment is 25% of total cost. I have to search for an integer between 0 and 10000 (using integer division), and then convert it to a decimal percentage (using float division) to use when we are calculating the current_savings​ after 36 months. This is my code which is not working (I am really new to programming) annual_salary =

Bisection method (Numerical analysis)

主宰稳场 提交于 2019-12-20 04:13:38
问题 How many recursions are made before every single root is found? Also, which ones are the roots? Here's my code: e=0.000001; f1=@(x) 14.*x.*exp(x-2)-12.*exp(x-2)-7.*x.^3+20.*x.^2-26.*x+12; a=0; c=3; while abs(c-a)>e b=(c+a)/2; if f1(a)*f1(b)<0 c=b; else a=b; end disp(b); end 回答1: Bisection works by taking endpoints of some initial interval [a,b] and finding which half of the interval must contain the root (it evaluates the midpoint, and identifies which half has the sign change). Then

Binary search (bisection) in Python

时光毁灭记忆、已成空白 提交于 2019-12-16 20:03:33
问题 Is there a library function that performs binary search on a list/tuple and return the position of the item if found and 'False' (-1, None, etc.) if not? I found the functions bisect_left/right in the bisect module, but they still return a position even if the item is not in the list. That's perfectly fine for their intended usage, but I just want to know if an item is in the list or not (don't want to insert anything). I thought of using bisect_left and then checking if the item at that

income tax calculation python

 ̄綄美尐妖づ 提交于 2019-12-14 01:16:26
问题 How do I go about making a for-loop with a range 70000 and above? I'm doing a for-loop for an income tax and when income is above 70000 there is a tax of 30%. Would i do something like for income in range(income-70000) ? Well, at first i developed a code that didn't use a loop and it worked just fine, but then i was notified that i needed to incorporate a loop in my code. This is what i have, but it just doesn't make sense for me to use a for loop. Can someone help me? def tax(income): for

Bisection search code doesnt work [closed]

感情迁移 提交于 2019-12-13 08:36:09
问题 Closed. This question is off-topic. It is not currently accepting answers. Want to improve this question? Update the question so it's on-topic for Stack Overflow. Closed 3 years ago . Could you explain where i'm going wrong with this code? I want to do a bisection search which takes input number and repeats bisection search until it finds the same number as input and prints out various statements. num =int( input("Please think of a number between 0 and 100!")) maximum = num minimum = 0

Infinite loop when trying to find cube root of a non-perfect cube through bisection search

时光总嘲笑我的痴心妄想 提交于 2019-12-12 18:46:49
问题 This code gives pretty accurate result when deltanum = 0.0000000000001 but gets into an infinite loop when deltanum = 0.00000000000001 (adding another zero into deltanum ). It occurs only for non-perfect cubes, it works fine for perfect cubes like 1000. Why? I am new to programming, following OSSU. num = 100 high = num low = 0 icount = 0 cuberoot = (high + low)/2 #cuberoot of num deltanum = 0.00000000000001 while abs(cuberoot**3 - num)>=deltanum: icount+=1 print(icount) if cuberoot**3 > num:

Using Bisection Search on Lowest Payments on Credit Card debt and

空扰寡人 提交于 2019-12-12 01:35:21
问题 My code: monthlyInterestRate = annualInterestRate/12.0 low = balance/12 high = (balance*(1+monthlyInterestRate)**12)/12 guess = (low+high)/2 unpaidBalance = balance month = 1 while True: unpaidBalance= unpaidBalance-guess while month < 13: if unpaidBalance <= -0.1: low = guess month += 1 elif unpaidBalance >= 0.1: high = guess month += 1 else: break guess = (low + high)/2 print "Lowest Payment: " + str(round(guess, 2)) When I test it it gets stuck at the line "while month < 13:" Why does it

C++ Error: no matching function for call

余生颓废 提交于 2019-12-11 02:00:03
问题 I am trying to solve a quadratic equation using the bisection method. When trying to evaluate the roots I get this error: "no matching function for call". #include "assign4.h" #include <iostream> using namespace std; int main(int argc, char * argv[]){ solution s; double root; cout << "Enter interval endpoints: "; cin >> s.xLeft >> s.xRight; cout << "Enter tolerance: "; cin >> s.epsilon; root = s.bisect (s.xLeft, s.xRight, s.epsilon, s.f, s.error); if (!(s.error)) cout << "Root found at " <<