Titlebook: Dynamics, Games and Science; International Confer Jean-Pierre Bourguignon,Rolf Jeltsch,Marcelo Viana Conference proceedings 2015 Springer I

humectant

災(zāi)難

escalate

悠然

外表讀作

越自我

Review on Non-Perturbative Reducibility of Quasi-Periodically Forced Linear Flows with Two FrequencII held in Lisbon, Portugal, from 28 August to 6 September 2013 and organized by the International Center of Mathematics CIM - Portugal. We review some recent results concerning the stability of non-autonomous linear differential equations with a quasi-periodic forcing.

TAIN

Collateral Versus Default History,lowed and borrowers have to constitute collateral in terms of durable goods. In the first model, lenders are protected by an exogenous personalized collateral. In the second model, the personalized collateral requirements are endogenously determined by a financial institution whose objective is to m

Agnosia

Regularity for Mean-Field Games Systems with Initial-Initial Boundary Conditions: The Subquadratic rise in the numerical approximation of stationary mean-field games. We prove the existence of smooth solutions under dimension and growth conditions for the Hamiltonian. To obtain the main result, we combine Sobolev regularity for solutions of the Hamilton-Jacobi equation (using Gagliardo-Nirenberg

樸素

A Budget Setting Problem,o investment projects. The effective amount of investment will be a share of the potential level, given the specific form of interaction that will be established between the principal and the agent (i.e., the manager). The budget setting problem originating from this relation is evaluated from the p

昆蟲

Dynamic Political Effects in a Neoclassic Growth Model with Healthcare and Creative Activities,leisure, which includes healthcare and creative activities. With this extension, the seminal RCK model can be used to analyse the economic growth effects arising from governmental policies. In this context, governmental expenditures financed by lump-sum taxes and inefficient expenditures lead to a d