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Entry Information

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Selected

Applicant No

25D0350

Reviewer 1

Habib Ammari - Mathematical Science

Reviewer 2

WP LI - Mathematical Science

Score

Average Score

PART 1: PERSONAL PARTICULARS

Name

Longsheng Cai

Title

Gender

Male

Recent Photo

Date of Birth

10/02/1988

Place of Birth

China

Type of Identity Document Held

Hong Kong Identity Card

HKID / Passport Number

F4466

Nationality

Chinese

PART 2: CONTACT INFORMATION

Email Address

Email hidden; Javascript is required.

Contact Phone Number

+85256350439

Address

Flat A8, 5/F, Full Wing Building, 436 Chatham Road North, Kowloon
HONG KONG
China

PART 3: FORUM INTEREST

First Discipline to be Joined

Mathematical Sciences

Second Discipline to be Joined

Mathematical Sciences

Statement of Purpose to Join the Forum (max. 200 words)

I want to show my admire to the top mathematicians. I want to have a talk with the mathematicians about optimization theory, or algebraic geometry. And also I want to get some suggestions from the top mathematicians about how to do research and do interesting problems.

PART 4: ACADEMIC AND/OR RESEARCH INFORMATION

Academic Level / Position

Postdoc

Academic Subject / Research Field

Mathematics

Current Affiliated University / Institution / Organisation

Hong Kong Polytechnic University

Location

Hong Kong

Transcript 1

NEW-Transcript_bachelor-master-CN.pdf

Transcript 2

Transcript_CAI.pdf

Recommendation Letter (s) issued by university / institutions, etc (if any)
File format: jpg, png. Max. file size: 3MB
If your letter or document is not in English, please upload a translated version underneath.

First Academic or Research Referee *

First Referee Name

Michael Ng

First Referee University

Hong Kong Baptist University

First Referee Position

Professor

First Referee Email Address

Email hidden; Javascript is required.

Second Academic or Research Referee

Abstract of Research / Brief Description of Your Current Research Interest (max. 200 words)

I currently focus on inviting optimization methods to tackle a variety of non-convex problems that appear in machine learning, signal processing, robotics and so on. Last years my main concentration was on nonlinear fixed point theory and partial differential equations.

Would you like to present your Research in Poster Presentation Session and/or Flash Presentation?