That suggests to me that you've got a multi objective optimization problem with conflicting objectives and a pareto optimal solution that balances the tradeoffs

That suggests to me that you've got a multi objective optimization problem with conflicting objectives and a pareto optimal solution that balances the tradeoffs between the two objectives. If you swing it too far one way you've got a '>' and need to swing it back the other way, but go too far the other way and you've got a '<'. And they're definitely not equal since they pull in different directions.