Abstract

The Jeans instabilities in an unmagnetized, collisionless, isotropic self-gravitating matter system are investigated in the context of -deformed Kaniadakis distribution based on kinetic theory. The result shows that both the growth rates and critical wave numbers of Jeans instability are lower in the -deformed Kaniadakis distributed self-gravitating matter systems than the Maxwellian case. The standard Jeans instability for a Maxwellian case is recovered under the limitation .

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