By Milgram R.J.

Similar differential geometry books

A Comprehensive Introduction to Differential Geometry

Booklet by way of Michael Spivak, Spivak, Michael

Differential Geometry in the Large: Seminar Lectures New York University 1946 and Stanford University 1956

Those notes include elements: chosen in York 1) Geometry, New 1946, subject matters college Notes Peter Lax. through Differential within the 2) Lectures on Stanford Geometry huge, 1956, Notes J. W. collage via grey. are the following without crucial They reproduced swap. Heinz used to be a mathematician who mathema- Hopf well-known vital tical principles and new mathematical circumstances.

Extra resources for Algebraic and Geometric Surgery

Example text

Figure 8 curve For n ≥ 2 we use the following construction. Start with D1n = {(x1 , . . , xn , 0, . . , 0) ∈ R2n | D2n = {(0, . . , 0, y1 , . . , yn ) ∈ R2n | x2i ≤ 1} , yi2 ≤ 1} . The intersection of the unit sphere S 2n+1 ⊂ R2n with D1n D2n , S 2n−1 ∩ D1n = S1n−1 , S 2n−1 ∩ D2n = S2n−1 is a pair of linked spheres in S 2n−1 . Next we connect them together by a tube in the complement of the unit ball.

Figure 8 curve For n ≥ 2 we use the following construction. Start with D1n = {(x1 , . . , xn , 0, . . , 0) ∈ R2n | D2n = {(0, . . , 0, y1 , . . , yn ) ∈ R2n | x2i ≤ 1} , yi2 ≤ 1} . The intersection of the unit sphere S 2n+1 ⊂ R2n with D1n D2n , S 2n−1 ∩ D1n = S1n−1 , S 2n−1 ∩ D2n = S2n−1 is a pair of linked spheres in S 2n−1 . Next we connect them together by a tube in the complement of the unit ball.