What is the best known results on the algebraic independence of finitely many Fredholm series over the field of complex numbers?

More Tapas Chatterjee's questions See All

Mahler's S- numbers and T-numbers

Kurt Mahler classified the complex numbers into fours categories. These are A-numbers, S-numbers, U-numbers and T-numbers. It is known that A-numbers are precisely the algebraic numbers. Also,...

01 January 1970 6,031 5 View

Ternary in Electrical Engineering?

Dear Research Community I would like to invite Elctrical Engineering specialists to solve problems related to Ternary Algebra or tripple sets I have an algorithm that places in relation three...

28 July 2024 5,771 2 View

Seeking recommendations for a book on optimization?

I'm seeking recommendations for a book on optimization for undergraduate math students proficient in multivariable calculus and linear algebra. Any suggestions would be greatly valued.

01 May 2024 6,536 4 View

GRTensorII Package for Maple?

Please, if anyone has the GRTensorII (not GRTensorIII) algebra package for Maple send me. I tried to get it but I couldn't.

19 March 2024 8,067 0 View

How to get the research trend graph in a specific research topic?

Hello, I am currently working on a review paper and in my paper, I want to add a graph of the research trend on a specific topic with the published paper during the last three decades from Google...

04 March 2024 5,523 0 View

Has there been a study concerning the introduction of linear/matrix algebra ideas at the high school level? Is it prevalent or not?

There has been recent interest in expanding the introduction of data science ideas in K-12 education. How often are these ideas connected to the linear/matrix algebra foundations of the subject?

22 February 2024 1,805 3 View

Is there a connection between fixed point theory and algebric topology?

Is there a connection between fixed point theory and algebric topology

04 January 2024 513 3 View

Is an R times lineal algebra the old idea of an aureal section of analisis topological?

[email protected] [email protected] facultad de matematicas uv xalapa

08 December 2023 9,922 0 View

We have proposed the hypercomplex numbers and normed division algebra of all dimensions: A unified multiplication. Is this multiplication acceptable?

We have proposed the hypercomplex numbers and normed division algebra of all dimensions: A unified multiplication. We are Engineers by training and not mathematicians. I request mathematicians to...

26 November 2023 4,329 0 View

Book suggestion for Statistical Modeling?

I am interested in any good book with exercise sets for students for teaching a course in Statistical Modeling. (linear model, regression, glm etc.) The course will use calculus and linear algebra...

20 November 2023 147 5 View

Using matrix algebra, how can we show that the infinite integer series [(1+x)/2]^N is equal to (1+x)/(1-x), ∀x∈[0,1]?

The strings in matrix B predict this statement. As a numerical example, the sum of the entire series 0.99 + 0.99^2 + 0.99^3 + . . . . +0.99^N increases to 190 as N goes to infinity. Additionally,...

18 November 2023 7,505 8 View

Peter Kepp

Tapas Chatterjee

Why are you looking for somethink in relationship to a not existing construct as the complex numbers are?

Also the definition `field´ is ruled out new!

You seem to be a younger person. Don´t spent your life on disproved math.

What is your reason to ask that question? What advantage should that bring?

Come out of the sandbox of the (only repeating) scientists. Be an understander.

You are invited for a discussion about the reformed mathematics, see my homepage.

If you have any answer to this question then only write here. Do not waste my time.