A multiplicity result for a class of nonlinear variational by Servadei R., Valdinoci E.

By Servadei R., Valdinoci E.

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Guiding principles Like everyone I know, we occasionally find ourselves faced with a decision to which there is no obvious answer. Do we borrow money to build a bigger barn, or do we keep getting by with what we have? Do we spend our meager savings on trees and soil amendments, or do we keep our money for a rainy day? Do we cull a beloved-but-high-maintenance animal, or continue accommodating her needs? And so on. At these times, it’s helped us immeasurably to have a list of touchstone principles, ideas, and ideals we can return to.

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Mistakes are okay, because mistakes are often how we learn. And if the result of all this learning is still imperfect, well, that’s fine, too. ” What that means to me is that humans are imperfect, and yet humans and what they create are beautiful. And that imperfect beauty is, in fact, perfect. It is more perfect than mechanized perfection will ever be. Any tomato you grow, no matter how lacking in physical beauty, is perfect in a way a commodity tomato, with its idealized form, will never be. We are not specialists.

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