...art of a National Science Foundation grant proposal for Interdisciplinary Logical Sciences. 1.2. Neutrosophy, a New Branch of Philosophy A) Etymo... ...etting all possible states from <P> to <Non-P> until <Anti-P>. And, as a consequence, for any two propositions <M> and <N>, there exist two referen... ...And, later, others will reinstall it back... Consequently, philosophy is logically necessary and logically impossible. Agostoni Steuco of Gubbio w... ...es to interpret each notion or theory by tracing its respective practical consequences". We mean to know reality through thought, and thought throug... ...y propositions (theorems, lemmas, etc.) (p 1 ), (p 2 ), ..., (p m ), by logical combinations of its axioms. Developing [C], we find all proposit... ...we find all propositions of [P] (p 1 ), (p 2 ), ..., (p m ), resulted by logical combinations of (a 1 ), (a 2 ), ..., (a n ), moreover other propos... ...), moreover other propositions (r 1 ), (r 2 ), ..., (r t ), resulted by logical combinations of (b) with any of (a 1 ), (a 2 ), ..., (a n ). Si... ...eterminacy, not only <good> or only <bad> - with rare exceptions, if its consequence is G% happiness (pleasure). In this case the action is G%-usef... ...by its conformity to given binding rules (deontology), and equally by its consequences. The same sentence is true in a reference system, and fa...

... Propositions Section 2 The Law of the Excluded Middle Section 3 Logical Equivalence Section 4 Well-Formed Formulas or WFFs Sectio... ...sophic Logic Section 1 Definition of Neutrosphic Logic Section 2 Logical Connectives in Neutrosophic Logic Section 3 Algebraic Propertie... ... 1 Classical Logic Section 1 Propositions In classical logic, a logical variable is restricted to the values of true(T) and false(F). The ... ...ry in the result column, there are 2 n different Boolean functions for n logical variables. Given the truth values in the column above the 5, ... ...on 1.1.4: In the expression p → q, p is known as the antecedent and q the consequence. The implication is often described as the if-then connective. ... ...on ( p /\ q ) \/ ( ¬ p /\ ¬q ). The ↔ connective can also be considered logical equality. Exclusive or (^) can be considered logical inequality ... ...is no middle between the two “extreme” values of true and false. One consequence of this law is the concept of a vacuous proof. What this means ... ...It is interpreted as a statement that if the antecedent is true, then the consequence is also true. The statement is then false if the antecedent is... ...also true. The statement is then false if the antecedent is true, but the consequence is false. With this notion, if it is not possible to prove the...