2 category expression pdf 2026

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  1. Click ‘Get Form’ to open the Investor (Investor 2 Category) – Expression of Interest (INZ 1165) in the editor.
  2. Begin with Section A, where you will enter the principal applicant’s personal details. Fill in your name as shown in your passport, preferred title, and other names if applicable.
  3. Proceed to Section B for contact details. Provide your residential address and ensure all contact information is accurate for effective communication.
  4. In Section C, list all family members, including parents and siblings. Be thorough as this information is crucial for your application.
  5. Complete Section D regarding your partner's details if applicable. Ensure you provide their name, date of birth, and other required information.
  6. Continue through Sections E to K, filling out details about dependent children, additional information, health requirements, and English language proficiency as specified.
  7. Finally, review all sections for completeness before submitting. Use our platform’s features to save your progress and make edits easily.

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The easiest definition of 2-category is that it is a category enriched over the cartesian monoidal category Cat. Thus it has a collection of objects, and for each pair of objects a category hom ( x , y ) .
In mathematics, especially category theory, a double category is a generalization of a category where instead of morphisms, we have vertical morphisms, horizontal morphisms and 2-morphisms.
In category theory in mathematics, a 2-category is a category with morphisms between morphisms, called 2-morphisms. A basic example is the category Cat of all (small) categories, where a 2-morphism is a natural transformation between functors.
In mathematics, specifically in category theory, the category of small categories, denoted by Cat, is the category whose objects are all small categories and whose morphisms are functors between categories. Cat may actually be regarded as a 2-category with natural transformations serving as 2-morphisms.
Consider the following set of objects: some dust, papers, a computer monitor, two pens, a cup, and an orange. What do these things have in common? Only that they all happen to be on my desk as I write this. This set of things can be considered a category, a set of objects that can be treated as equivalent in some way.

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