Urtzi BUIJS, Antonio GARVIN, Aniceto MURILLO

7496

Rational maps from Euclidean configuration spaces to spheres

In this note we give an algorithm to determine the rational homotopy type of the free and pointed mapping spaces $\map(F(\br^m,k),\bs^n)$ and $\map^*(F(\br^m,k),\bs^n)$. An explicit description of these spaces is given for $k=3$. The general case for $n$ odd is also presented as an immediate consequence of the rational version of a classical result of Thom.

Turkish Journal of Mathematics-Cover

ISSN: 1300-0098
Yayın Aralığı: 6
Yayıncı: TÜBİTAK

Arşiv

Sayıdaki Diğer Makaleler

Döne KARAHAN, Sevilay Kirci SERENBAY, Aydin İZGİ

Modules in which semisimple fully invariant submodules are essential in summands

Unpredictable solutions of linear differential and discrete equations

Marat AKHMET, Mehmet Onur FEN, Madina TLEUBERGENOVA, Akylbek ZHAMANSHIN

Approximation by generalized complex Szász–Mirakyan operators in compact disks

Döne KARAHAN, Sevilay K. SERENBAY, Aydın IZGİ

Asymptotic behavior of solutions of second-order difference equations of Volterra type

Malgorzata MIGDA, Aldona DUTKIEWICZ

On factorials in Perrin and Padovan sequences

Subclasses of uniformly convex and starlike functions associated with Bessel functions

Muhammad NAEEM, Saqib HUSSAIN, Tahir MAHMOOD, Akhter RASHEED, F. Müge SAKAR

Existence of solutions of BVPs for impulsive fractional Langevin equations involving Caputo fractional derivatives

Yuji LIU, Ravi AGARWAL

On Walker 4-manifolds with pseudo bi-Hermitian structures