प्रमेयों इसके अंग्रेजी अर्थ का उदाहरण

Probability theorems Achieving Our Country: Leftist Thought in Twentieth-Century America is a 1998 book by American philosopher Richard Rorty, in which the author differentiates between what he sees as the two sides of the left, a cultural left and a reformist left.

From then on, mathematicians from all over the ancient world could, at least in principle, build on a common framework of basic concepts, methods, and theorems, which stimulated the scientific progress of mathematics.

Lobachevsky observes, using a combination of his 16th and 23rd theorems, that it is a fundamental characteristic of [geometry] that there must exist a distinct angle of parallelism for any given line length.

The major accomplishment of Hippocrates is that he was the first to write a systematically organized geometry textbook, called Elements (Στοιχεῖα, Stoicheia), that is, basic theorems, or building blocks of mathematical theory.

He is the developer and co-developer of dozens of mathematical theorems and has had a lasting influence in 20th-century mathematics.

Among the topics Eudemus discussed were the discovery of geometrical theorems and constructions (systematized in Eudemus's days by Euclid in his Elements), and the classical problems of Greek geometry, such as the quadrature of the circle and the duplication of the cube.

We can try to formalize it in (say) ZF set theory; by doing this we obtain some theorems of ZF set theory, called reflection theorems.

In algebraic number theory, a reflection theorem or Spiegelungssatz (German for reflection theorem – see Spiegel and Satz) is one of a collection of theorems linking the sizes of different ideal class groups (or ray class groups), or the sizes of different isotypic components of a class group.

This frequency correlates well with the theorems of Paul Erdős and others which show the asymptotically exponential behaviour of (see the sections Carmichael function#Average value, Carmichael function#Prevailing interval, Carmichael function#Lower bounds, and Carmichael function#Minimal order).

Milgrom and Segal (2002) demonstrate that the generalized version of the envelope theorems can also be applied to convex programming, continuous optimization problems, saddle-point problems, and optimal stopping problems.

David Eisenbud, Mark Green, and Joe Harris, Cayley–Bacharach theorems and conjectures, Bulletin of the American Mathematical Society 33 (1996), no.

several closely related "reflection theorems" of ZFC all of which state that we can find a set that is almost a model of ZFC.

A number of theorems for the convergence of such a series exist.

प्रमेयों हिंदी उपयोग और उदाहरण

इन्हीं तथ्यों पर ज्यामिति के प्रमेयों का प्रमाण निर्भर है।

16 वीं सदी में केरल के ज्येष्ठदेव ने माधव और नीलकंठ की कृतियों में शामिल प्रमेयों के विस्तृत प्रमाण और नियमों के डेरिवेशन्स दिये।

प्रमेयों की विशेषता है कि उन्हें स्वयंसिद्धों (axioms) एवं सामान्य तर्क (deductive logic) से सिद्ध किया जा सकता है।

एक और मुक्त प्रश्न, फ़ज़ी लॉजिक में गोडेल के प्रमेयों के विस्तार को ढूंढने के लिए इस धारणा को शुरू करना है।

ऊपर जो कुछ लिखा गया है उससे प्रकट हो गया होगा कि गौतम का न्याय केवल विचार या तर्क के नियम निर्धारित करनेवाला शास्त्र नहीं है बल्कि प्रमेयों का भी विचार करनेवाला दर्शन है।

इन प्रमेयों की‌ खोज न्यूटन तथा लेइब्नित्ज़ ने की थी।

"" इन्हीं तथ्यों पर ज्यामिति के प्रमेयों का प्रमाण निर्भर है।

ये सभी पदार्थ न्यायदर्शन के प्रमेयों के अंतर्गत है।

""गौतम का न्याय केवल प्रमाण, तर्क आदि के नियम निश्चित करनेवाला शास्त्र नहीं है बल्कि आत्मा, इंद्रिय, पुनर्जन्म, दुःख अपवर्ग आदि विशिष्ट प्रमेयों का विचार करनेवाला दर्शन है।

बहुत से लोगों को यह गलतफहमी है कि भारतीय गणितज्ञों ने अपने गणितीय प्रमेयों (या, परिणामों) के कोई उपपत्ति (प्रूफ) नही प्रस्तुत किया, किन्तु बात इसके बिलकुल विपरीत है।

इसी का विश्लेषण शाबर भाष्य, श्लोक वार्तिक, शास्त्रदीपिका, भाट्ट चिंतामणि आदि ग्रंथों में किया गया है जिसमें प्रमाण और प्रमेयों का भेद, बंध, मोक्ष और उनके साधनों का भी विवेचन है।

खगोलमिति यद्यपि मूलतः गणित के क्षेत्र में ग्रीक गणितज्ञों ने प्रमेय को पहले ही सिद्ध किए गए कथनों या प्रमेयों में, अथवा स्वीकृत स्वसिद्ध तथ्यों में, रूपांतरित करके सिद्ध करने की पद्धति को 'विश्लेषण' (Analysis) नाम दिया था।

इन्होंने खुद से गणित सीखा और अपने जीवनभर में गणित के 3,884 प्रमेयों का संकलन किया।

प्रमेयों इसके अंग्रेजी अर्थ का उदाहरण

Image scaling can be interpreted as a form of image resampling or image reconstruction from the view of the Nyquist sampling theorem.

According to the theorem, downsampling to a smaller image from a higher-resolution original can only be carried out after applying a suitable 2D anti-aliasing filter to prevent aliasing artifacts.

In the work from Dörfler and colleagues, several theorems provide rigorous conditions for phase and frequency synchronization of this model.

Sports venues in Helsinki The Heckscher–Ohlin theorem is one of the four critical theorems of the Heckscher–Ohlin model, developed by Swedish economist Eli Heckscher and Bertil Ohlin (his student).

(the most capital-abundant country in the world by any criterion) exported labor-intensive commodities and imported capital-intensive commodities, in apparent contradiction with the Heckscher–Ohlin theorem.

However, if labor is separated into two distinct factors, skilled labor and unskilled labor, the Heckscher–Ohlin theorem is more accurate.

Stolper–Samuelson theorem – A rise in the relative price of a good will lead to a rise in the return to that factor which is used most intensively in the production of the good, and conversely, to a fall in the return to the other factor.

Rybczynski theorem – When only one of two factors of production is increased there is a relative increase in the production of the good using more of that factor.

Lefschetz fixed-point theorem.

Closed graph theorem .