अनिमीलित Meaning in English
अनिमीलित शब्द का अंग्रेजी अर्थ : unbounded
, unblinking
ऐसे ही कुछ और शब्द
अविकचबिना ब्लोडी
बेफोड़े
अनबोन्स
अनबोसोमिंग
अनबॉट
असंम्बद्ध होना
बिनाबाइंड
अजिल्द
असंबंद्ध लिखनेवाला
अनवरुद्ध
अबंदीकृत
आनदित
असीमितता
बिना झुकने
अनिमीलित इसके अंग्रेजी अर्थ का उदाहरण
Even so, newcomer Bai Ling and an unblinking stare at the Draconian Chinese legal system prevent Red Corner from being an open-and-shut case" and describes some scenes depicting the harsh treatment of the Chinese legal system as "thought provoking" yet describes the rest as only "mildly entertaining".
Kaye strikes that single note of personality with a happy mixture of ardor, unblinking obliviousness and .
Typically, he responded with renewed creative energy, creating a series of works that looked unblinkingly at his condition.
of Time Out said that "Apted and cinematographer Roger Deakins focus unblinkingly on the poverty endemic to the reservation.
अनिमीलित इसके अंग्रेजी अर्थ का उदाहरण
An orbit is called unbounded (or unstable) if it is not bounded.
have unbounded orbits in an outer billiards system, and Moser put it in writing in 1973.
Schwartz showed that outer billiards has some unbounded orbits when defined.
Subsequently, Schwartz showed that outer billiards has unbounded orbits when defined relative.
In 2003, Dogru and Tabachnikov showed that all orbits are unbounded.
) Dogru and Otten then extended this work in 2011 by specifying the conditions under which a regular polygonal table in the hyperbolic plane have all orbits unbounded, that is, are large.
Show that outer billiards relative to almost every convex polygon has unbounded orbits.
Could I not obtain a situation ther? I know I could if you would exert your unbounded influences a word from you would secure me a good paying situation which would at least enable me to support myself if not to help my parents, this, at present – is my highest ambition.
The non-normalizable eigenstates are close enough to being square integrable that they still contribute to the spectrum of the Hamiltonian as an unbounded operator.
Its Hamiltonian is unbounded from below and it is therefore unstable to decay into particles of arbitrarily large positive and negative energies.
Combined with suitable boundary conditions and expressed on a suitable Banach space X (which encodes both the boundary conditions and the desired regularity of the solution), L becomes an unbounded operator from X to itself, and one attempts to solve.
Existence of a cardinal number κ of a given type implies the existence of cardinals of most of the types listed above that type, and for most listed cardinal descriptions φ of lesser consistency strength, Vκ satisfies "there is an unbounded class of cardinals satisfying φ".