Is it possible to obtain a Thai work visa and citizenship through my wife by starting a business under her name?

@Christian **********

Maybe GB shouldn’t have colonized and destroyed of the world. What do you think you’re doing to Thailand? Same same, no different.

@Christian **********

there is a certain irony when you claim the UK is being exploited by foreigners when you look at how many foreign countries the UK colonized and exploited.

The UK established colonies in many countries across various continents throughout its history. Key regions and countries include:

North America

United States (Thirteen Colonies)

Canada

Caribbean

Jamaica

Barbados

Trinidad and Tobago

Africa

Egypt

South Africa

Kenya

Nigeria

Ghana

Asia

India

Pakistan

Bangladesh

Burma (Myanmar)

Malaya (Malaysia)

Australia and Oceania

Australia

New Zealand

Various Pacific islands (e.g., Fiji, Papua New Guinea)

Middle East

Iraq

Jordan

Palestine

These are just some examples; the British Empire at its height encompassed numerous territories worldwide.

@Peter ********

but still need the 2m baht capital per work permit

@Stephan **********

Successive approximation is a mathematical and numerical method used to find approximate solutions to equations or problems, particularly when an exact solution is difficult or impossible to obtain. It involves iteratively refining an initial guess based on certain rules or criteria.

Key Steps in Successive Approximation:

1. Initial Guess: Start with an initial estimate of the solution.

2. Iteration: Apply a function or update rule to improve the guess. This could involve solving a simpler equation or adjusting based on the previous guess.

3. Convergence Check: After each iteration, check if the new approximation is close enough to the desired accuracy or if it has converged to a solution.

4. Repeat: Continue the process until the solution meets the specified criteria.

Applications:

Root-Finding: Used in methods like the Newton-Raphson method.

Optimization: Employed in algorithms for finding minimum or maximum values.

Differential Equations: Helps in approximating solutions to complex equations.

This method is particularly useful in numerical analysis and computational mathematics where analytical solutions are not feasible.

@Stephan **********

Thankyou. I can use that. So its true that if you keep asking the same question eventually you will get your desired answer. Fascinating.