fundamental+note
11Fundamental articles (theology) — Fundamental articles was a term employed by early Protestant theologians, who wished to distinguish some essential parts of the Christian faith from non essential doctrines. There were then a number of reasons for establishing such a distinction …
12Fundamental — Fun da*men tal, a. [Cf. F. fondamental.] Pertaining to the foundation or basis; serving for the foundation. Hence: Essential, as an element, principle, or law; important; original; elementary; as, a fundamental truth; a fundamental axiom. [1913… …
13Fundamental bass — Fundamental Fun da*men tal, a. [Cf. F. fondamental.] Pertaining to the foundation or basis; serving for the foundation. Hence: Essential, as an element, principle, or law; important; original; elementary; as, a fundamental truth; a fundamental… …
14Fundamental chord — Fundamental Fun da*men tal, a. [Cf. F. fondamental.] Pertaining to the foundation or basis; serving for the foundation. Hence: Essential, as an element, principle, or law; important; original; elementary; as, a fundamental truth; a fundamental… …
15Fundamental colors — Fundamental Fun da*men tal, a. [Cf. F. fondamental.] Pertaining to the foundation or basis; serving for the foundation. Hence: Essential, as an element, principle, or law; important; original; elementary; as, a fundamental truth; a fundamental… …
16Fundamental polygon — In mathematics, each closed surface in the sense of geometric topology can be constructed from an even sided oriented polygon, called a fundamental polygon, by pairwise identification of its edges. Fundamental parallelogram defined by a pair of… …
17Fundamental pair of periods — In mathematics, a fundamental pair of periods is an ordered pair of complex numbers that define a lattice in the complex plane. This type of lattice is the underlying object with which elliptic functions and modular forms are defined. Although… …
18Fundamental theorem of arithmetic — In number theory, the fundamental theorem of arithmetic (or unique prime factorization theorem) states that every natural number greater than 1 can be written as a unique product of prime numbers. For instance, : 6936 = 2^3 imes 3 imes 17^2 , ,! …
19Fundamental lemma of sieve theory — In number theory, the fundamental lemma of sieve theory is any of several results that systematize the process of applying sieve methods to particular problems. Halberstam Richert] Rp|92–93write:Common notationWe use these notations: * A is a set …
20Fundamental thermodynamic relation — Thermodynamics …
