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To prove the existence assertion, under the assumptions of Theorem 4.1, we have solution bounds (4.1), gradient estimates (1.24) from Sect. 3 and second derivative estimates (1.18) by Theorem 1.2.
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Louis Palmer, the Race Organiser said: We want to show that we have solutions, like electric cars and renewable energy".
We have solutions that are smooth and everywhere ≠ 0. (See [53]).
But we have solutions — simple, delicious solutions.
And yes, we have solutions.
"We have solutions for those top three problems already in the lab," he said.
But we have solutions that will help us prepare and respond.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com