This Concept Map, created with IHMC CmapTools, has information related to: Physics as generalized number theory.cmap, p-adic manifold allowing to map real preferred extremals to p-adic ones and vice versa using canonical identi- fication as chart map and providing physical correlates for cognition and intention, hierarchy of infinite primes generalizing the Cantorian notion of infinity based on the idea of successor (if n is integer also n+1 is) is general- ized, fusion of real and various p-adic physics to single coherent whole relying on the notion of adele, hierarchy of infinite primes whose construction reduces reduces to a repeated second quantization of supersymmetric arithmetic quantum quantum field theory, PHYSICS AS GENERALIZED NUMBER THEORY has three threads: fusion of real and various p-adic physics to single coherent whole, classical num- ber fields and physics based on the notions of commutativity and associativity, fusion of real and various p-adic physics to single coherent whole relying on the notion of algebraic universality and - continua- tion allowing to continue real and p-adic physics to each other through their "rational intersection", the notion of divisibility so that infinite prime/ integer/rational has well-defined number theoretic anatomy, fusion of real and various p-adic physics to single coherent whole relying on the notion of p-adic manifold allowing to map real preferred extremals to p-adic ones and vice versa using canonical identi- fication as chart map, hierarchy of infinite primes possibly having quantum states in many- sheeted space-time as physi- cal realization. In Zero Energy Ontology zero energy states would correspond to rationals formed from infinite integers with real norm equal to one and the space of these rationals would allow to expand real numbers so that each real number (and thus aso space- time point) would correspond to infinite-dimensional space. This leads to what could be called number theoretic Brahman=Atman identity or algebraic holography., algebraic universality and - continua- tion allowing to continue real and p-adic physics to each other through their "rational intersection" giving extremely strong constraints also on real physics (p-adic mass calculations), construction reduces reduces to a repeated second quantization of supersymmetric arithmetic quantum quantum field theory giving besides free many-particle states also the analogs of bound states, PHYSICS AS GENERALIZED NUMBER THEORY has three threads: hierarchy of infinite primes, PHYSICS AS GENERALIZED NUMBER THEORY has three threads: classical num- ber fields and physics, commutativity and associativity leading to the proposal that space-time surfaces as preferred extre- mals of Kaehler action are asso- ciative/co-associa- tive (quaternionic/ co-quaternionic) sub- manifolds of imbedding space endowed with octonionic structure, the Cantorian notion of infinity based on the idea of successor (if n is integer also n+1 is) is general- ized by introducing the notion of divisibility, commutativity and associativity leading to the proposal that partonic 2-surfaces /string world sheets are commutative/ co-commutative 2-surfaces of space- time surface