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   <subfield code="a">On the generalized phenomenological irreversible thermodynamic theory (GPITT)</subfield>
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   <subfield code="c">[Anil Bhalekar]</subfield>
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   <subfield code="a">An outline of a new mathematical theory is presented, namely, the generalized phenomenological irreversible thermodynamic theory (GPITT) evolved by the author. This theory involves the identification of a new mathematical quantity designated as the thermodynamic heat (which is different from Born's mechanically definable one) and the adoption of a Universal Inaccessibility Principle (UIP) which yields the simplest extended Gibbs relation (EGR). The second law inequalities are thereby generalized and provide appropriate constraints on open systems. The potentiality of GPITT has been discussed with reference to Boltzmann'sH-function and the thermodynamic entropy concept, and also in regard to the development of the abstract thermodynamic description, in particular with reference to the extended Gibbsian space (EGS) provided by the EGR as against the currently used Gibbsian space (GS).</subfield>
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