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Questions related to Algebra
Group theory is part of algebra .
04 April 2016 5,357 4 View
Hi, I am wondering that i am not able to find answer, that why cant we use row as well as column operations all together? Also while finding Inverse by elementary operations like A=I*A, we do...
04 April 2016 2,925 7 View
1. Consider an infinite ring. Can it be embedded into a finite field? Can it have a finite quotient field? 2. Consider, on the other hand, an infinite field. Does it always contain infinite...
04 April 2016 3,908 12 View
a) https://www.researchgate.net/publication/292967121_Classic_Probability_Revisited_I_Mathematical_Models_of_an_Extended_Probability_Theory b)...
04 April 2016 6,743 0 View
The function reaches asymptotically to slope=0 as x goes away form zero.
04 April 2016 2,025 12 View
What would be the main importance you see on the study of Artinian/Noetherian Modules?
28 March 2016 8,529 6 View
Tropical geomtry, tropical varieties, max-plus algebras
03 March 2016 417 4 View
What are the methods that use matrix algebra in solving differential equations?
03 March 2016 9,893 16 View
03 March 2016 7,356 7 View
Need an example of one-dimensional integrally closed domain which is not Prufer.
03 March 2016 1,048 0 View
I just want to know the definitions of BV_∞ and G_∞ algebras. Are the homotopyBatalin–Vilkovisky algebras the same to BV_∞ algebras? Thank you!
03 March 2016 1,974 4 View
Could anyone possibly provide me with any help finding the full text of the following paper: The structure of finite semisimple metacyclic group algebras, Gurmeet K. Bakshi, Shalini Gupta, Inder...
03 March 2016 6,928 1 View
Let G be an infinite Lie group. Let mor(P, Q) be the set of all smooth bundle maps between two principal G-bundles P and Q. Similarly, Let mor(F, L) be the set of all smooth bundle maps between...
25 February 2016 2,648 3 View
Let f,g, and h be some functions and x and y be scalar variables. The functions are related in the following way: f(x) + g(y) = h(x-y) The question is: can functions f, g, and h be anything...
22 February 2016 666 1 View
Is there an example for a function f in L^{1}(\mb{R}) such that Fourier transform of f is also in L^{1}(\mb{R}), but neither f nor its Fourier transform is in the Wiener's space?
12 February 2016 6,249 1 View
It is well-known that the nilradical of a finite-dimensional Lie algebra over a field of characteristic p is not necessarily characteristic (that is, not invariant under all derivations of the...
11 February 2016 7,193 3 View
In Roger Penrose’s Chapter 11 of Road to Reality, titled ‘Hypercomplex Numbers’, he discusses Clifford Algebra elements being constructed out of “basic reflections” or “first order (‘primary’)...
02 February 2016 454 5 View
02 February 2016 8,587 3 View
For 0
02 February 2016 530 2 View
02 February 2016 6,566 1 View
I don't know the details
02 February 2016 5,845 4 View
02 February 2016 3,578 4 View
for which points we can compare query processing methods. and how we can compare them. Is there any parameter through which we can make comparison in between?
02 February 2016 925 1 View
I have inverse third order that have equation y=y0+a/x+b/x2+c/x3. usually the slope, for example cubic function equation y=y0+ax+bx2 + cx3 is taken from the constant with a with x degree of 1. so,...
02 February 2016 5,976 3 View