Grants and Contributions
About this information
In June 2016, as part of the Open Government Action Plan, the Treasury Board of Canada Secretariat (TBS) committed to increasing the transparency and usefulness of grants and contribution data and subsequently launched the Guidelines on the Reporting of Grants and Contributions Awards, effective April 1, 2018.
The rules and principles governing government grants and contributions are outlined in the Treasury Board Policy on Transfer Payments. Transfer payments are transfers of money, goods, services or assets made from an appropriation to individuals, organizations or other levels of government, without the federal government directly receiving goods or services in return, but which may require the recipient to provide a report or other information subsequent to receiving payment. These expenditures are reported in the Public Accounts of Canada. The major types of transfer payments are grants, contributions and \'other transfer payments\'.
Included in this category, but not to be reported under proactive disclosure of awards, are (1) transfers to other levels of government such as Equalization payments as well as Canada Health and Social Transfer payments. (2) Grants and contributions reallocated or otherwise redistributed by the recipient to third parties; and (3) information that would normally be withheld under the Access to Information Act and the Privacy Act.
$267,960.00
Jan 14, 2025
Academia
Development of an advanced algorithm for the integral equation theory of liquids based on quantum computer
1025683
The Project uses quantum computing to solve a complex problem in molecular solvation theory, which is a fundamental concept in various scientific disciplines. Solvation influences chemical reactions, biomolecular interactions, and material stability. The Ornstein-Zernike (OZ) equation is a cornerstone of solvation theory, which helps us understand the spatial distribution of solvent molecules around a solute. The OZ equation is similar to the quantum-mechanical many-body Dyson equation, which bridges classical and quantum approaches in the study of solvation. By using quantum algorithms to solve the OZ equation, the team can improve the accuracy and speed of solvation predictions. This connection between these equations demonstrates the interdisciplinary nature of solvation research and the potential for quantum approaches to enhance insights into this critical area of science. The Project employs the quantum Fourier Transform to address an OZ type equation involving convolution
$15,000.00
Jun 5, 2024
For-profit organization
Develop digital adoption plan
$50,000.00
Feb 1, 2020
For-profit organization
Japan Market Entry
942989
The pilot will be conducted at the site called UACJ Nagoya plant. The main outcome of this pilot is to ultimately expand this technology to rest of Japan.
$215,000.00
May 10, 2017
Applications of Homological Algebra in Algebra, Geometry, and Physics
RGPIN
$8,080.00
Sep 1, 2006
For-profit organization
500164
500164
Marketing and branding trip to Japan to attend Gatwway 21 fairs in Tokyo, Osaka and Nagoya. Visit agents in Sapporo and Fukuoka before and after the fairs.