

Email Us

info@zamrik.com



Call Us

(123)-456-7890



Open M-F: 10a – 8p

Open Monday to Friday

  • Home
  • Research
    • Market Modeling
    • Stochastic Optimal Control
    • Stochastic Analysis
    • Agent Based Modeling
    • Partial Differential Equations
    • Other
  • Blog
  • About
Get in Touch

Viscosity Solutions of the HJB Equation for Controlled Diffusions

We study the Hamilton-Jacobi-Bellman equation arising in stochastic optimal control problems with controlled diffusion. Existence and uniqueness of viscosity solutions are established under standard regularity assumptions.
Next Entries »
Explore Our Research

Stochastic Control Studies

Mathematical Models

Economic Theories

Optimization Techniques

Connect With Us

LinkedIn Profile

Twitter Updates

GitHub Projects

ResearchGate Publications

Resources

Lecture Notes

Video Tutorials

Online Courses

Research Papers

About Zamrik

Our Mission

Team Overview

Career Opportunities

Contact Information

Support

FAQs

Help Center

Privacy Policy

Terms of Service

  • Home
  • Research
    • Market Modeling
    • Stochastic Optimal Control
    • Stochastic Analysis
    • Agent Based Modeling
    • Partial Differential Equations
    • Other
  • Blog
  • About