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Tegesé saka "normalisable" ing bausastra Basa Inggris

Bausastra
BAUSASTRA
section

PANGOCAP SAKA NORMALISABLE ING BASA INGGRIS

normalisable  [ˈnɔːməˌlaɪzəbəl] play
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GOLONGAN PARAMASASTRA SAKA NORMALISABLE

tembung aran
tembung sipat
tembung kriya
tembung katrangan
tembung ganti
preposition
panyambung
panemtu
seru

APA TEGESÉ NORMALISABLE ING BASA INGGRIS?

Klik kanggo deleng deifinisi asli saka «normalisable» ing bausastra Basa Inggris.
Klik kanggo deleng pertalan otomatis saka definisi ing Basa Jawa.

Fungsi gelombang

Wave function

Fungsi gelombang utawa fungsi gelombang ing mekanika kuantum nggambarake kahanan kuantum sawijining sistem utawa partikel liyane, lan ngemot kabeh informasi babagan sistem kasebut. Jumlah sing ana gandheng karo pangukuran, kayata momotan rata-rata saka partikel, ditemokake saka fungsi gelombang. Mangkono iku jumlah sentral ing mekanika kuantum. Simbol paling umum kanggo fungsi gelombang yaiku aksara Yunani ψ utawa Ψ. Persamaan Schrödinger nemtokake cara fungsi gelombang berkembang seiring waktune, yaiku, fungsi gelombang iku solusi saka persamaan Schrödinger. Fungsi gelombang nindakake sacara kualitatif kaya gelombang liya, kayata gelombang banyu utawa gelombang ing sawijining senar, amarga persamaan Schrödinger sacara matematis jinis persamaan gelombang. Iki nerangake jeneng "fungsi gelombang", lan nyebabake dualitas partikel gelombang. Fungsi gelombang kanggo sistem sing diwenehake ora duwe perwakilan sing unik. Paling umum, dijupuk minangka fungsi kabeh koordinat posisi partikel lan wektu, yaiku, fungsi gelombang ing "posisi". A wave function or wavefunction in quantum mechanics describes the quantum state of a system of one or more particles, and contains all the information about the system. Quantities associated with measurements, like the average momentum of a particle, are derived from the wavefunction. Thus it is a central quantity in quantum mechanics. The most common symbols for a wave function are the Greek letters ψ or Ψ. The Schrödinger equation determines how the wave function evolves over time, that is, the wavefunction is the solution of the Schrödinger equation. The wave function behaves qualitatively like other waves, like water waves or waves on a string, because the Schrödinger equation is mathematically a type of wave equation. This explains the name "wave function", and gives rise to wave–particle duality. The wave function for a given system does not have a unique representation. Most commonly, it is taken to be a function of all the position coordinates of the particles and time, that is, the wavefunction is in "position space".

Klik kanggo deleng deifinisi asli saka «normalisable» ing bausastra Basa Inggris.
Klik kanggo deleng pertalan otomatis saka definisi ing Basa Jawa.

TEMBUNG BASA INGGRIS KANG KALARAS PADHA KARO NORMALISABLE


advisable
ədˈvaɪzəbəl
amortizable
əˈmɔːˌtaɪzəbəl
exercisable
ˈeksəˌsaɪzəbəl
generalizable
ˈdʒɛnrəˌlaɪzəbəl
hydrolysable
ˈhaɪdrəˌlaɪzəbəl
hydrolyzable
ˈhaɪdrəˌlaɪzəbəl
ionizable
ˈaɪəˌnaɪzəbəl
localizable
ˈləʊkəˌlaɪzəbəl
oxidizable
ˈɒksɪˌdaɪzəbəl
polarizable
ˈpəʊləˌraɪzəbəl
realisable
ˈrɪəˌlaɪzəbəl
realizable
ˈrɪəlaɪzəbəl
recognizable
ˌrɛkəɡˈnaɪzəbəl
revisable
rɪˈvaɪzəbəl
sizable
ˈsaɪzəbəl
sizeable
ˈsaɪzəbəl
unrecognisable
ʌnˈrɛkəɡnaɪzəbəl
unrecognizable
ʌnˈrɛkəɡˌnaɪzəbəl
utilisable
ˈjuːtɪˌlaɪzəbəl
utilizable
ˈjuːtɪˌlaɪzəbəl

TEMBUNG BASA INGGRIS KANG AWIT KAYA NORMALISABLE

normal
normal curve
normal distribution
normal matrix
Normal School
normal time
normalcy
normalisation
normalise
normaliser
normality
normalizable
normalization
normalize
normalizer
normally

TEMBUNG BASA INGGRIS KANG WUSANANÉ KAYA NORMALISABLE

able
addressable
closable
collapsable
conversable
decomposable
disable
disposable
focusable
indispensable
inexcusable
kissable
licensable
passable
processable
releasable
reusable
sable
unsurpassable
unusable
usable

Dasanama lan kosok bali saka normalisable ing bausastra dasanama Basa Inggris

DASANAMA

Pertalan saka «normalisable» menyang 25 basa

PAMERTAL
online translator

PERTALAN SAKA NORMALISABLE

Weruhi pertalan saka normalisable menyang 25 basa nganggo Basa Inggris pamertal multi basa kita.
pertalan saka normalisable saka Basa Inggris menyang basa liyané kang kasuguhaké ing perangan iki kajupuk saka pertalan statistik otomatis; ing ngendhi inti unit pertalan yaiku tembung «normalisable» ing Basa Inggris.

Pamertal Basa Inggris - Basa Cina

normalisable
1,325 yuta pamicara

Pamertal Basa Inggris - Basa Spanyol

normalisable
570 yuta pamicara

Basa Inggris

normalisable
510 yuta pamicara

Pamertal Basa Inggris - Basa India

normalisable
380 yuta pamicara
ar

Pamertal Basa Inggris - Basa Arab

normalisable
280 yuta pamicara

Pamertal Basa Inggris - Basa Rusia

normalisable
278 yuta pamicara

Pamertal Basa Inggris - Basa Portugis

normalisable
270 yuta pamicara

Pamertal Basa Inggris - Basa Bengali

normalisable
260 yuta pamicara

Pamertal Basa Inggris - Basa Prancis

normalisable
220 yuta pamicara

Pamertal Basa Inggris - Basa Malaysia

Biasa
190 yuta pamicara

Pamertal Basa Inggris - Basa Jerman

normalisable
180 yuta pamicara

Pamertal Basa Inggris - Basa Jepang

normalisable
130 yuta pamicara

Pamertal Basa Inggris - Basa Korea

normalisable
85 yuta pamicara

Pamertal Basa Inggris - Basa Jawa

Normalisable
85 yuta pamicara
vi

Pamertal Basa Inggris - Basa Vietnam

normalisable
80 yuta pamicara

Pamertal Basa Inggris - Basa Tamil

normalisable
75 yuta pamicara

Pamertal Basa Inggris - Basa Marathi

सामान्य स्थिती
75 yuta pamicara

Pamertal Basa Inggris - Basa Turki

normalisable
70 yuta pamicara

Pamertal Basa Inggris - Basa Italia

normalisable
65 yuta pamicara

Pamertal Basa Inggris - Basa Polandia

normalisable
50 yuta pamicara

Pamertal Basa Inggris - Basa Ukrania

normalisable
40 yuta pamicara

Pamertal Basa Inggris - Basa Romawi

normalisable
30 yuta pamicara
el

Pamertal Basa Inggris - Basa Yunani

normalisable
15 yuta pamicara
af

Pamertal Basa Inggris - Basa Afrikaans

normalisable
14 yuta pamicara
sv

Pamertal Basa Inggris - Basa Swedia

normalisable
10 yuta pamicara
no

Pamertal Basa Inggris - Basa Norwegia

normalisable
5 yuta pamicara

Trèn migunakaké normalisable

TRÈN

KEKAREPAN PANGGUNAN ARAN «NORMALISABLE»

0
100%
ARANG KEREPÉ
Ora digunakaké
6
/100
Kart kang kapituduh ing dhuwur nuduhaké arang kerepé kagunané aran «normalisable» ing negara kang béda-béda.
Dhasar kekarepan panggolékan lan kagunaan kang umum saka normalisable
Daptar dhasar panggolékan kang dilakoni dening pangguna kanggo migunakaké Basa Inggris bausastra online kita lan gupita kang asring digunakaké nganggo tembung «normalisable».

ARANG KEREPÉ PANGGUNANÉ ARAN «NORMALISABLE» SALAWASÉ IKI

Gambar awujudaké arang kerepé evolusi taunan panggunané saka tembung «normalisable» sasuwiné 500 taun. Panggunané andedhasar panalitén sapira asringé aran «normalisable» metu ing sumber kang kacé digital ing Basa Inggris antaraning taun 1500-an lan wektu iki.

Tuladha kang kagunakaké ing sastra Basa Inggris, pethikan lan warta babagannormalisable

TULADHA

BUKU BASA INGGRIS KAKAIT KARO «NORMALISABLE»

Temukaké kagunané saka normalisable ing pilihan bibliografi iki. Buku kang kakait dening normalisable lan pethikan cekak kang padha kanggo nyediyakaké panggunané ing sastra Basa Inggris.
1
Computational Logic
If M red M' and M' is normal then we call M' a normal form of M. A term M is ( weakly) normalisable if M has a normal form and is strongly normalisable if every contraction path M contr M' contr M" . . . is finite. Some Examples: Trivially all normal ...
Ulrich Berger, Helmut Schwichtenberg, 1999
2
Logical Frameworks
Let M € A be simple and normalisable. For any a such that <pAa(a), we have that apply ( A/, a) is simple and normalisable, because M is simple and a normalisable, and hence by induction hypothesis, tpAl[a](appiy(M,a)). For any a, 6 such that ...
Gerard Huet, G. Plotkin, 1991
3
Typed Lambda Calculi and Applications: Third International ...
We first introduce a translation which translates lambda-terms into lambda- I- terms, and show that every lambda-term is strongly beta-normalisable if and only if its translation is weakly beta-normalisable. We then prove that the translation ...
Philippe de Groote, J. Roger Hindley, 1997
4
An Approach to the Extension of a Theorem Prover by Advanced ...
normalisable. signature. morphisms. By the de nition, the mappings Σclass(T1) φ −→ Σclass(T2), Σtype(T1) φ −→ φ Σtype(T2) and Σlogop(T1) ψ −→ φ,φ Σop(T2) already determine the base signature morphism σ(Σlogop(T1)) : T1 −→ T2.
Maksym Bortin, 2010
5
Computer Science Logic: 9th International Workshop, CSl '95, ...
This suffices to show that t is strongly normalisable, by lemma 10. — (CR2) if* — >t', we need to show that {t'u) e REDu2 [I?/X*] for all term u C REDVl [lt/T]. Take u C REDVl [Tt/X*]\ we have (tu) C REDu2 [T?/X*\ by definition of reducibility ...
Hans Kleine Buening, 1996
6
Confinement, Topology, and Other Non-Perturbative Aspects of QCD
Our solution corresponds to z at the boundary of this range, where the zero-mode fails to be normalisable. This boundary value of z is defined by det(O,) = 0, and the abelian field AQ given above corresponds to the isospin component of Oz ...
Jeff Paul Greensite, Stefan Olejna-K, 2002
7
Bayesian Time Series Models
We say that Step 4 in Algorithm 7.2 is supported, if all the beliefs that change because of the construction of the new messages remain normalisable. On the first forward pass this is automatically satisfied. Since a1 is a proper distribution and B, ...
David Barber, A. Taylan Cemgil, Silvia Chiappa, 2011
8
Functional Programming and Input/Output
... take advantage of the following theorem. Theorem 2.1 (Mendler) Jf no constant Elim" or lntro" occurs in a term M, then M is strongly normalisable, which is to say that there is no infinite sequence of reductions starting from M. Proof. The proof ...
Andrew D. Gordon, 1994
9
Rewriting Techniques and Applications: 10th International ...
Therefore, since the simply typed A-calculus is strongly ,3-normalisable, we immediately obtain the following proposition. Proposition 15. AT/W is strongly normalisable with respect to detour-conversions. I] 5 Strong Normalisation In this section ...
Paliath Narendran, Michael Rusinowitch, 1999
10
Modern Physics
Normalisable. Wave. Functions. For those wave functions which go to zero as r -> oo or x -> ± oo the total probability has to be one i.e. Jo" Jo Jo2?t/> ('. 8.9,0 ^ smQdBity = 1 (see page 119) or j^ \^ ]^P(x,y,z,t)dxdydz = 1 (4-2-15) because the ...
Prof. S.P. Khare

KAITAN
« EDUCALINGO. Normalisable [online]. Kasedya <https://educalingo.com/jv/dic-en/normalisable>. Jun 2026 ».
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