Adjective:

अवर्णनीयपणे लहान, बेसिक, बीजगणितीय,

algebraical मराठी अर्थाचे उदाहरण:

श्रोडरने बीजगणितीय तर्कशास्त्रात काम केले.

मुंबईमधील "टाटा मूलभूत-संशोधन-केंद्र" हे अंकगणित, बीजगणितीय भूमिती, कम्युटेटीव्ह् अल्जेब्रा व फिल्ड थिअरी या विषयांतील त्यांच्या संशोधनासाठी जगप्रसिद्ध आहे.

आधुनिक अंकगणित हे बीजगणितीय भूमिती (अल्जेब्राईक जिअोमेट्री), कम्युटेटीव्ह् अल्जेब्रा व फिल्ड थिअरी या विषयांसोबत अत्यंत मुळापासून जोडलेले आहे.

बीजगणितीय अंकगणित (अल्जेब्राईक नंबर थिअरी) नामक याची एक शाखा असून तीमधे केवळ नैसर्गिक संख्या वा कॉम्प्लेक्स संख्यांचा ( काम्प्लेक्स नंबर्स) अभ्यास न करता अनेक अमूर्त संख्यांचाही अभ्यास केला जातो.

algebraical's Usage Examples:

Relations to other constantsGauss's constant may be used to express the gamma function at argument"nbsp;:\Gamma\left( \tfrac{1}{4}\right) \sqrt{ 2G \sqrt{ 2\pi^3 } } Alternatively,G \frac{\left[\Gamma\left( \tfrac{1}{4}\right)\right]^2}{2\sqrt{ 2\pi^3}} and since and Γ() are algebraically independent, Gauss's constant is transcendental.

It is algebraically simpler, though in practice, less robust than the average absolute deviation.

Or to put it algebraically, given a prime number p n {\displaystyle p_{n}} , where n is its index.

constructible points, which can again be described either geometrically or algebraically.

algebraically, using amalgamation theorems for the variety of algebras representing the logic.

square of n to four times the (n - 1)th pronic number, or to put it algebraically, D n n 2 + 4 ( n 2 − n ) {\displaystyle D_{n}n^{2}+4(n^{2}-n)} .

A Weyl tensor that has type I (at some event) is called algebraically general; otherwise, it is called algebraically special (at that event).

The Bel criteria find application in general relativity where determining the Petrov type of algebraically special Weyl tensors is accomplished by searching for null vectors.

A subset S of L is a transcendence basis of L /K if it is algebraically independent over.

definition of constructible points, which can again be described either geometrically or algebraically.

The set of Puiseux series over an algebraically closed field of characteristic 0 is itself an algebraically closed field, called the field of Puiseux.

the roots in an algebraically closed extension) counted with their multiplicities.

system of equations connected with Malfatti"s problem, and on another algebraical system", The Cambridge and Dublin Mathematical Journal, 4: 270–275.

Synonyms:

algebraic,