Titlebook: Bicomplex Holomorphic Functions; The Algebra, Geometr M. Elena Luna-Elizarrarás,Michael Shapiro,Adrian V Book 2015 Springer International P

Asseverate

Integral Formulas and Theorems,each the highest level of generality for curves and surfaces involved since our aim is to present some basic ideas and structures for those formulas; the more general setting will be presented elsewhere.

comely

禍害隱伏

Frontiers in Mathematicshttp://image.papertrans.cn/b/image/185488.jpg

Jubilation

stratum-corneum

978-3-319-24866-0Springer International Publishing Switzerland 2015

SNEER

In Search of a Viable Epistemic AccountThe geometry of complex numbers coincides with the geometry of the Euclidean space ., and this is because of a good compatibility between the algebraic structure of . and the geometry of ., which is expressed by the equality

巫婆

In Search of a Viable Epistemic AccountIn this section we will investigate the complex straight lines in . from both the algebraic and the geometric points of view. We will start by describing the wellknown case of real straight lines in .(i), which we use as reference for the case of complex and hyperbolic lines in ..

anatomical

https://doi.org/10.1007/978-3-319-62545-4The notion of limit for complex functions is well known and we will not rediscuss it here. Note that the formal proofs of its properties depend strongly on the properties of the modulus of a complex number;

真繁榮

https://doi.org/10.1057/9780230307469In this chapter we will study bicomplex-valued functions of a bicomplex variable, and we will examine the notions of derivability and of holomorphy for such functions (see [46]).

顯微鏡