'Upper half plane' diaporamas de présentation

Chapter 12 Complex Numbers and Functions

Chapter 12 Complex Numbers and Functions. ??( complex numbers) ????( complex variables). ??( complex numbers) : z = a + i b , ?? a ? b ????,. ???( complex variables) : z = x + i y , ?? x ? y ?????,. ?????? :. ??( equality) :. z 1 = z 2. x 1 = x 2 , y 1 = y 2.

979 views • 74 slides

Random and complex encounters: physics meets math

Random and complex encounters: physics meets math. Ilya A. Gruzberg University of Chicago. TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A A A A A. Brief history of encounters. Physics and math was done by the same people up to 19 th century

746 views • 58 slides

Random and complex encounters: physics meets math

Random and complex encounters: physics meets math. Ilya A. Gruzberg University of Chicago. TexPoint fonts used in EMF. Read the TexPoint manual before you delete this box.: A A A A A A. Brief history of encounters. Physics and math was done by the same people up to 19 th century

702 views • 58 slides

An Lp theory for outer measures. Application to singular integrals.

An Lp theory for outer measures. Application to singular integrals. Christoph Thiele Santander, September 2014. Squares. Area (2-volume) of a square E of sidelength x. Properties of area of square. Can be written down explicitly in terms of sidelength . Is invariant under translation

425 views • 27 slides

An Lp theory for outer measures. Application to singular integrals.

An Lp theory for outer measures. Application to singular integrals. Christoph Thiele Santander, September 2014. Squares. Area (2-volume) of a square E of sidelength x. Properties of area of square. Can be written down explicitly in terms of sidelength . Is invariant under translation

302 views • 27 slides

Hypershot : Fun with Hyperbolic Geometry

256 views • 11 slides

Points in the State Space of a Topological Surface

226 views • 9 slides