Can an odd function be injective?
I'm wondering if an odd function, which satisfies the condition f(-x) = -f(x), can also be injective, meaning that every element of its codomain is mapped to by a unique element of its domain.
Best way to learning about blockchain & crypto knowledge for free here 1 questions
I'm wondering if an odd function, which satisfies the condition f(-x) = -f(x), can also be injective, meaning that every element of its codomain is mapped to by a unique element of its domain.
Get the BTCC app to start your crypto journey
Get started today Scan to join our 100M+ users
Risk warning: Digital asset trading is an emerging industry with bright prospects, but it also comes with huge risks as it is a new market. The risk is especially high in leveraged trading since leverage magnifies profits and amplifies risks at the same time. Please make sure you have a thorough understanding of the industry, the leveraged trading models, and the rules of trading before opening a position. Additionally, we strongly recommend that you identify your risk tolerance and only accept the risks you are willing to take. All trading involves risks, so you must be cautious when entering the market.
The world’s longest-running cryptocurrency exchange since 2011 © 2011 - 2025 BTCC.com. All rights reserved