• 検索結果がありません。

How to Write the Proposal for the Joint Research Activity

N/A
N/A
Protected

Academic year: 2022

シェア "How to Write the Proposal for the Joint Research Activity"

Copied!
2
0
0

読み込み中.... (全文を見る)

全文

(1)

For RIMS Workshops (Type A), and RIMS Symposia

How to Write the Proposal for the Joint Research Activity

Please refer to the following to write a proposal properly.

*The numbers are consistent with the ones in the form for the proposal.

3. Principal Researcher

If the proposer (=applicant) is the same as the principal researcher, you do not have to enter this item. It does not affect the screening result of the proposal whether or not the proposer is the same as the principal researcher.

4. Travel Expenses

Details of the travel expenses are as follows.

Domestic travel expenses: Travel expenses for participants from within Japan (transportation fees, accommodation fees, and per diem)

Overseas travel expenses: Travel expenses for participants from outside Japan (transportation fees between their home countries and Japan, transportation fees in Japan, accommodation fees, and per diem)

* Workshops online

If you consider conducting your workshops online upon application, please clearly state so in the blank space for “4. Travel Expenses" on the proposal.

6. Kôkyûroku Bessatsu

Please refer to the attached “Kôkyûroku Bessatsu”. The answer to this question does not affect the screening result of the proposal of the research plans.

7. Participants

Write the affiliations and job titles of the participants as of the application date. (It may affect the screening result of the proposal if they are not written properly.) Participants from institutions in Japan should be over 30 % of all.

* Workshops online

If you consider conducting your workshops online upon application, please mark the names of online participants with *. The maximum number of visitors should be 30 for the time being (approximately 20% of the venue capacity). Please note that online participants will not be counted as numbers in the calculation for travel expenses.

8. Overview of the Research Activity Purpose of research:

Describe the research theme and the research objective in detail.

Progress of related researches:

(2)

Clarify the significance of the research theme and how the participants have contributed to the research theme. Include the overview of research progress made by the participants as well as other research progress made in Japan and overseas.

Specific plans

Describe new attempts or any special matters deemed to be beneficial to the screening (if any). Furthermore, write the reason why the Joint Research Activity should be conducted during the academic year 2021.

* Workshops online

If you consider conducting your workshops online upon application, please write in the section of "Specific plan" the implementation plan of your Joint research as to be conducted online.

Major achievements of participants related to the proposed Joint Research Activity Write major achievements of participants so that the relevance between the theme of the proposed Joint Research Activity and the researchers conducted by the respective participants is clarified.

Research Fields

Circle applicable research fields of the proposed Joint Research Activity. Circle one main field with a double circle.

参照

関連したドキュメント

The simplified models of interaction of charged matter with resonance modes of radiation generalizing the well-known Jaynes–Cummings and Dicke models are considered.. It is found

The fact that for safe shift structures the denominator δ of the rational part h is precisely Shif tSat j (q) allows us to compute a solution, where also δ has minimal degree.. It

The only thing left to observe that (−) ∨ is a functor from the ordinary category of cartesian (respectively, cocartesian) fibrations to the ordinary category of cocartesian

C˘adariu and Radu applied the fixed point method to the investigation of Cauchy and Jensen functional equations.. In this paper, we will adopt the idea of C˘adariu and Radu to prove

• The Cooperative Research Support Section (CRSS) contacts the organizer to explain the operation schedule of the Joint Research Activity. 1~2 Months

In this note we prove that for each in the open interval (-/2,/2) there is a corresponding function F(z) that should be regarded as close-to-convex, but would not be in CL if

In this last situation two elements are crucial: the algebraicity of the starting real manifold and the fact that the Baran metric [ 12 ] (a specific Finsler metric that can be

We introduce the p-Borel transformation and the p-Laplace transformation to obtain the connection formula between the origin and the infinity.. These transformations are useful