The Fourier Neural Operator (FNO) [1] is a neural operator with an integral kernel parameterized in Fourier space. This allows for an expressive and efficient architecture. Applications of the FNO ...

Gemini Investments (Holdings) Limited ( (HK:0174)) has shared an update. Gemini Investments (Holdings) Limited has announced a delay in sending a shareholder circular related to a major transaction ...

A United Kingdom-based human rights activist and 2027 gubernatorial aspirant in Oyo State, Barrister Niyi Aborisade, on Friday called for calm among homeowners and landowners affected by the ongoing ...

The Oyo State government has inaugurated a committee to address concerns over corridor and setback issues on the Senator Rashidi Ladoja Circular Road, with a mandate to review the matters ...

The inherent structural rigidity and modifiable electronic features of disubstituted 1,2,3-triazoles are driving their recognition as adaptable frameworks in photophysical and supramolecular chemistry ...

This press release contains forward-looking information that is based upon assumptions and is subject to risks and uncertainties as indicated in the cautionary note contained within this press release ...

This press release contains forward-looking information that is based upon assumptions and is subject to risks and uncertainties as indicated in the cautionary note contained within this press release ...

ROCHESTER, N.Y. – Aspiring homeowners in Rochester could have more properties to choose from when it’s their time to house hunt. Mayor Malik Evans announced the launch of “Rehabilitate the Dream,” a ...

Zwolle, The Netherlands – Circular Rubber Platform (CRP), a knowledge platform with a global community of rubber specialists, builds tools to support a circular rubber economy. After organizing ...

Driven by consumer demand for recyclable packaging, many CPG brands are adopting paper as a primary material when product needs allow. A 2024 Packaging World survey of more than 100 CPG professionals ...

Convolution is a remarkable property of the Fourier transform, often cited in the literature as the “faltung theorem”. Convolution is a remarkable property of the Fourier transform, often cited in the ...