activity
20002020
most citedChern numbers of Chern submanifolds

5 citations · 13 across the 6 of their papers we have counts for

collaborators

6 papers

q-fin.CP2020

Analytic Calibration in Andreasen-Huge SABR Model

K. E. Feldman

We derive analytic formulae which link , and parameters in Andreasen-Huge style SABR model to the ATM price and option prices at four strikes close to ATM. Based on thes…

math.GT2007★ 4 cited

Miraculous Cancellation and Pick's Theorem

K. E. Feldman

We show that the Cappell-Shaneson version of Pick's theorem for simple lattice polytopes is a consequence of a general relation between characteristic numbers of virtual submanifol…

math-ph2005★ 4 cited

Functional Equations and the Generalised Elliptic Genus

H. W. Braden, K. E. Feldman

We give a new derivation and characterisation of the generalised elliptic genus of Krichever-Höhn by means of a functional equation.

math.AT2001★ 5 cited

Chern numbers of Chern submanifolds

K. E. Feldman

We present a solution of the generalized Hirzebruch problem on the relations between the Chern numbers of a stably almost complex manifold and the Chern numbers of its virtual Cher…

math.AT2000

A new proof of the Frobenius conjecture on the dimensions of real algebras without zero divisors

K. E. Feldman

A new simple way to prove the Frobenius conjecture on the dimensions of real algebras without zero divisors is given.

math.AT2000

An Index of an Equivariant Vector Field and Addition Theorems for Pontrjagin Characteristic Classes

V. M. Buchstaber, K. E. Feldman

The theory of indices of Morse--Bott vector fields on a manifold is constructed and the famous localization problem for the transfer map is solved on its base in the present paper.…