Which Curve Meets Its Target Value First?

In summary, the conversation discusses a problem involving two dependent curves and the need to find the x value at which one of two conditions is met. The solution suggested is to use a numerical optimization algorithm to iteratively optimize the x value until one of the conditions is satisfied. This approach can be used for various optimization problems.
  • #1
tangodirt
54
1
Here's the issue. I have two curves that are dependent on each other (part of a bigger solution set). The logic of my program requires that one of two conditions have to be met.

Basically, two curves are rising in y as x increases. Either curve 1 will reach some value "first", or curve 2 will reach some other value first. The shape of the curves is unknown (part of a larger function, so only values at instantaneous points are calculated).

Any recommendations for solving this problem without manually stepping through x?
 
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  • #2
My goal is to find the x value at which one of the two conditions is met.One approach you could take to solve this problem is to use a numerical optimization algorithm. By providing it with the two curves and the two values that need to be reached, it can try to find a solution by iteratively optimizing the x value until it finds the x value that satisfies either of the two conditions. This approach can be used for a variety of optimization problems, so it may be a good starting point for your problem.
 

FAQ: Which Curve Meets Its Target Value First?

What is the concept of "Logic: One of Two Conditions"?

The concept of "Logic: One of Two Conditions" refers to a statement or proposition that is true if either of two conditions are met, but not both. It is often expressed as "either A or B", where A and B are two distinct possibilities.

How does "Logic: One of Two Conditions" differ from "Logic: Both Conditions"?

The main difference between "Logic: One of Two Conditions" and "Logic: Both Conditions" is the number of conditions that need to be met for the statement to be true. In "Logic: One of Two Conditions", only one of the two conditions needs to be true, while in "Logic: Both Conditions", both conditions must be true for the statement to be true.

Can "Logic: One of Two Conditions" statements be used in everyday conversations?

Yes, "Logic: One of Two Conditions" statements are commonly used in everyday conversations. For example, if someone asks you if you want to go to the movies or stay at home, your response could be "either I'll go to the movies or I'll stay at home." This is a "Logic: One of Two Conditions" statement.

Are "Logic: One of Two Conditions" statements used in scientific research?

Yes, "Logic: One of Two Conditions" statements are used in scientific research. They are often used to describe potential outcomes of experiments or to determine whether certain conditions are met for a hypothesis to be true.

Can "Logic: One of Two Conditions" statements have more than two conditions?

No, "Logic: One of Two Conditions" statements are limited to two conditions. If there are more than two conditions, a different type of logic or statement would need to be used, such as "Logic: Either, Or, or Neither".

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