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Historical region in Montenegro
Upper Zeta (Serbian: Горња Зета / Gornja Zeta) is a historical region in modern Montenegro, situated roughly between the Morača and Zeta rivers in east-west
Upper_Zeta
Medieval principality in south-east Europe
throne from the Nemanjić dynasty. In the mid-14th century, Zeta was divided into Upper and Lower Zeta, governed by magnates. After Stefan Dušan (r. 1331–55)
Zeta_under_the_Balšići
Crnojević launched a counteroffensive along the Morača and Zeta rivers, successfully capturing Upper Zeta. Only the fortress of Medun successfully resisted his
List_of_princes_of_Zeta
Medieval Serbian noble family
1362, then 1403 until 1496. Its progenitor Đuraš Ilijić was the head of Upper Zeta in the Medieval Kingdom of Serbia and Empire (r. 1326–1362†), under Stefan
Crnojević_noble_family
Serbian state, from 1451 to 1496
Zeta (Serbian Cyrillic: Зета) was one of the Serbian medieval polities that existed between 1371 and 1496, whose territory encompassed parts of present-day
Zeta_under_the_Crnojevići
Serbian noble
1426–1465) was the Lord of Zeta between 1451 and 1465. Until 1441, as a knyaz he was one of many governors in Upper Zeta, which at that time was a province
Stefan_Crnojević
Conjecture on zeros of the zeta function
Unsolved problem in mathematics Do all non-trivial zeros of the Riemann zeta function have a real part equal to one half? More unsolved problems in mathematics
Riemann_hypothesis
Analytic function in mathematics
The Riemann zeta function or Euler–Riemann zeta function, denoted by the lowercase Greek letter ζ (zeta), is a mathematical function of a complex variable
Riemann_zeta_function
Crnojević family who maintained a domain in Upper Zeta. Radič later expanded his domain to parts of Lower Zeta, including Grbalj, Paštrovići and Budva. Radič
Radič_Crnojević
Serbian commander and nobleman
("head"), and governed Upper Zeta. He is an ancestor of the Crnojević noble family (a branch of the Đurašević). Đuraš was born in Zeta, the son of Ilija,
Đuraš_Ilijić
Region in southeastern Europe
with holdings in the Zeta region and Bojana of the maritime". Đuraš Ilijić was "Head" (Kefalija, from Greek Kephale) of Upper Zeta until his murder in
Zeta_(crown_land)
Village in Podgorica, Montenegro
Lower Zeta (lands previously held by Lord Žarko), went after Head of Upper Zeta Đuraš Ilijić in 1362, and killed him, expanding further the Zeta župa.
Medun
Medieval people from Montenegro
Španje (Cyrillic: Шпањe) were a medieval people who inhabited parts of Upper Zeta and the region of Nikšić, in present-day Montenegro. They were considered
Španje
Overview of and topical guide to Montenegro
to as Zeta. It ended with its incorporation into Serbia in the late 1180s. Beginning with the Crnojević dynasty (late 15th century), Upper Zeta was more
Outline_of_Montenegro
Country in Southeast Europe
wider mountainous region after the Crnojević noble family took power in Upper Zeta. The aforementioned region became known as Stara Crna Gora 'Old Montenegro'
Montenegro
Species of fish
a species of freshwater fish in the salmon family. It is found in the Upper Zeta river and Moraca drainage in Montenegro. The fish can reach a maximum
Salmo_taleri
Medieval noble family
in Lower Zeta after acquiring the lands of gospodin Žarko (fl. 1336–1360) under unclear circumstances, and they then expanded into Upper Zeta by murdering
Balšić_noble_family
15th-century Bosnian nobleman
with control over the five large katuns in Upper Zeta. In his conquest of Lower Zeta (Serbo-Croatian: Donja Zeta), Stjepan faced a much tougher foe, the
Stjepan_Vukčić_Kosača
Historical tribe and region in Montenegro
Cerovo are located within the tribal area. The region is located by the Upper Zeta river. To the north lies the Nikšići tribe, to the south lies the Ozrinići
Pješivci
Monument in Nikšić, Montenegro
the area, began to be used to control mountain trail and Zeta river ford. In 1473 Upper Zeta was granted by ruler Ivan Crnojević to his duke called Bodgan
Pandurica
2005–2006 Atlantic tropical storm
were threatened by Zeta, the NHC did not issue any tropical storm watches or warnings. Tropical Storm Zeta originated from an upper-level trough that interacted
Tropical_Storm_Zeta
Немањић, d. after 1252) was prince (Serbian Cyrillic: кнез / knez) of upper Zeta in the medieval Kingdom of Serbia. He was the principal ktetor of the
Stefan_Vukanović_Nemanjić
Member of the Balšić noble family
imprisoned and blinded. In the Zeta plains themselves under Lovćen, Đurađ had constant conflicts with the opposing ruler of Upper Zeta, Radič Crnojević, whose
Đurađ_II_Balšić
Serbian noble (died 1528/30)
Maksim (Serbian Cyrillic: Максим). Staniša (nickname: Stanko) was born in Upper Zeta (corresponding roughly to the southern half of Cetinje municipality, Montenegro)
Skender_Bey_Crnojević
Village in Podgorica, Montenegro
village in the new Zeta Municipality of Montenegro. Until 2022, it was part of Podgorica Municipality. Mataguži is located in the Upper Zeta region, just north
Mataguži
Special function of two variables
function by a factor of ζ ( 2 s ) {\displaystyle \zeta (2s)} , where ζ {\displaystyle \zeta } is the Riemann zeta function. Viewed as a function of z = x + i
Real analytic Eisenstein series
Real_analytic_Eisenstein_series
International women's collegiate fraternity
Zeta Tau Alpha (ΖΤΑ), also known as Zeta, is an international women's fraternity. It was founded in 1898 at the State Female Normal School (now Longwood
Zeta_Tau_Alpha
Venetians in Zeta Stefan Belmužević (fl. 1448), nobleman Miloš Belmužević (fl. 1453), vojvoda (duke), defender of Medun fortress in Upper Zeta Novak Pavlović
Medieval_Serbian_nobility
Member of the Balšić noble family
In 1362 his sons defeated and killed Head of Upper Zeta Đuraš Ilijić and expanded further into Upper Zeta. He is believed to have died by this time. He
Balša_I
Name list
Imperial lord of Braničevo Radič Crnojević (fl. 1392–96), Serbian lord of Upper Zeta Radič Sanković (fl. 1391–1404), Bosnian lord of Nevesinje Radič, Grand
Radič
Medieval Albanian Princess of the Zaharia family
most likely Bar, while local families like the Đurašević seized lands in Upper Zeta and the Gulf of Kotor. Boglia unable to defend her late husband’s territories
Boglia_Zaharia
Member of the Balšić noble family
Ilijić, and expanded further into Upper Zeta. Their father died the same year. The brothers succeeded their father ruling Zeta together, though Đurađ I was
Stracimir_Balšić
Montenegrin association football club
FK Zeta is a professional football club from Golubovci, seat of the Zeta Municipality of Montenegro. It plays in the Montenegrin Third League. The club
FK_Zeta
Serbian nobleman
until his death in 1362, with the title of čelnik ("head"), and governed Upper Zeta. In Latin documents, he is mentioned as "nobillis vir. d. Elia, comes
Ilija_(kefalija)
Balšić continue ruling Lower Zeta, while in Upper Zeta, Radič Crnojević take the rule, and by 1421 Crnojević held all Zeta under the Serbian Despotate
List_of_Serbian_monarchs
Historical tribe and region in eastern Montenegro
assembly alongside 50 other tribes of the Upper Zeta region. As a result of this assembly, the Lord of Zeta Stefan Crnojević was granted the consent and
Kuči_(tribe)
was situated somewhere around the medieval Župa (county) of Kuševo in Upper Zeta. Among the recorded inhabitants of the katun was a certain Bytados (Cyrillic:
Bytadosi
Historical tribe and valley in Montenegro
merchants on their way through Zeta while they were returning from Serbia. Following the Ottoman conquest of Upper Zeta in 1474 and the subsequent fall
Bjelopavlići
Alleged alien abduction in 1961
Abduction" and the "Zeta Reticuli Incident" because two ufologists connected the star map allegedly shown to Betty Hill with the Zeta Reticuli system. Their
Barney and Betty Hill incident
Barney_and_Betty_Hill_incident
Conformal mapping in complex analysis
biholomorphic mapping f from the upper half-plane { ζ ∈ C : Im ζ > 0 } {\displaystyle \{\zeta \in \mathbb {C} :\operatorname {Im} \zeta >0\}} to the interior of
Schwarz–Christoffel_mapping
12th-century Serbian royalty
Uroš (I) and Stefan Vukan, and moved to his birth place of Ribnica in Upper Zeta. While in exile, he waited for the right moment to return to Serbia, and
Zavida
Lord of Zeta
(Serbian Cyrillic: Иван Црнојевић, lit. 'Ivan the Black') was the lord of Zeta from 1465 to 1490. Sources refer to him as a Montenegrin-Serbian leader.
Ivan_Crnojević
1444–1479 Albanian aristocratic alliance
Tanush Gjergj Arianiti Theodor Corona Muzaka Stefan Crnojević (lord of Upper Zeta) Delegates from Venice were present at the meeting. The military alliance[page needed]
League_of_Lezhë
15th-century Albanian rebellion against the Ottoman Empire
To reinforce his intention of gaining control of the former domains of Zeta, Skanderbeg proclaimed himself the heir of the Balsha family. After capturing
Skanderbeg's_rebellion
of Mljet and lands in Lower Zeta. By 1362, his sons had defeated Đuraš Ilijić, expanding their territory into Upper Zeta. Balsha had three sons, Strazimir
List_of_Albanian_monarchs
Highlander tribe of Montenegro
villages from Zeta who signed an agreement with the Venetians on the island of Vranjina. Following the Ottoman conquest of Upper Zeta in 1474 and the
Piperi_(tribe)
Category 3 Atlantic hurricane in 2020
Hurricane Zeta was a late-season tropical cyclone in 2020 that made landfall on the Yucatán Peninsula and then in southeastern Louisiana, the latest on
Hurricane_Zeta
Historical tribe and region of Montenegro
region at the end of the 19th century. Following the Ottoman conquest of Upper Zeta in 1474 and the subsequent fall of Scutari in 1479, the Mrkojevići are
Mrkojevići
Sum of inverse squares of natural numbers
the Number of Primes Less Than a Given Magnitude", in which he defined his zeta function and proved its basic properties. The problem is named after the
Basel_problem
Zeta-like functions approximate arbitrary holomorphic functions
In mathematics, the universality of zeta functions is the remarkable ability of the Riemann zeta function and other similar functions (such as the Dirichlet
Zeta_function_universality
Decades-long process in the late 14th century
in 1459. In 1372 Đurađ succeeded his father Stracimir as the lord of Upper Zeta. Đurađ, in the standards of collective family reign, issued together with
Fall_of_the_Serbian_Empire
f(z)={\frac {1}{2\pi i}}\oint _{|\zeta |=1}{\frac {\zeta +z}{\zeta -z}}\operatorname {Re} (f(\zeta ))\,{\frac {d\zeta }{\zeta }}+i\operatorname {Im} (f(0))}
Schwarz_integral_formula
Albanian noble
Tanush Gjergj Arianiti Theodor Corona Musachi Stefan Crnojević (lord of Upper Zeta) with his three sons Ivan, Andrija and Božidar When Nicholas Dukagjini
Nicholas_Dukagjini
Lowland plain in Montenegro
The Zeta Plain (Montenegrin: Zetska ravnica / Зетска равница, pronounced [zɛ̂ta]) is a fertile lowland in Montenegro. It stretches from Podgorica in the
Zeta_Plain
American actor (born 1944)
Nations Messenger of Peace in 1998. He has been married to actress Catherine Zeta-Jones since 2000. Douglas was born in New Brunswick, New Jersey, the first
Michael_Douglas
Member of the Balšić noble family
started taking Lower Zeta sometime following the death of Dušan in 1355. In 1362 the brothers murdered Đuraš Ilijić who had held Upper Zeta, and were then recognized
Đurađ_I_Balšić
Species of butterfly
Arhopala zeta, the Andaman tailless oakblue, is a species of butterfly in the family Lycaenidae. It was discovered by Frederic Moore in 1877. It is found
Arhopala_zeta
Grand Prince of Serbia
Uroš (I) and Stefan Vukan, and moved to his birthplace of Ribnica in Upper Zeta. At the same time, there was a dynastic conflict in Duklja, which ended
Tihomir_of_Serbia
Aleksa built the Kom Monastery in the period between 1415 and 1427, when Upper Zeta was held by the Crnojevići. On 10 March 1420 Venetians promised to appoint
Đurađ_Đurašević
Tanush George Araniti Theodor Corona Musachi Stefan Crnojević (lord of Upper Zeta) with his three sons Ivan, Andrija and Božidar Pal Dukagjin and Nikola
Pal_Dukagjini
Venetian territory because they wanted to attack Ottoman positions in Upper Zeta. The Senate refused his request. August – The Venetians recaptured Dagnum
Timeline_of_Skanderbeg
Albanian nobleman (died 1450)
Tanush Gjergj Arianiti Theodor Corona Musachi Stefan Crnojević (lord of Upper Zeta) and his sons Oliver Schmitt does not mention Musachi as one of the founders
Theodor_Corona_Musachi
O-type main sequence star in the constellation Ophiuchus
Zeta Ophiuchi (ζ Oph, ζ Ophiuchi) is a single star located in the constellation of Ophiuchus. It has an apparent visual magnitude of 2.6, making it the
Zeta_Ophiuchi
In mathematics, a type of conformal map
{\begin{aligned}z+2&=\zeta +2+{\frac {1}{\zeta }}={\frac {1}{\zeta }}(\zeta +1)^{2},\\[3pt]z-2&=\zeta -2+{\frac {1}{\zeta }}={\frac {1}{\zeta }}(\zeta -1)^{2}.\end{aligned}}}
Joukowsky_transform
Branch of pure mathematics
understood through the study of analytical objects, such as the Riemann zeta function, that encode properties of the integers, primes or other number-theoretic
Number_theory
Serbian nobleman
of oblast around Valona and Kanina. Đuraš Ilijić, contemporary Lord of Upper Zeta „Rodoslovne tablice i grbovi srpskih dinastija i vlastele (prema tablicama
Žarko_(nobleman)
Mathematical concept
{\displaystyle P(x,\zeta )={\frac {r^{2}-|x|^{2}}{r\omega _{n-1}|x-\zeta |^{n}}}} where x ∈ B r , ζ ∈ S {\displaystyle x\in B_{r},\zeta \in S} (the surface
Poisson_kernel
Mathematical theorem
{\displaystyle f(\zeta )=\int _{-\infty }^{\infty }F(x)e^{ix\zeta }\,dx} and allow ζ {\displaystyle \zeta } to be a complex number in the upper half-plane.
Paley–Wiener_theorem
Mathematical constant described by Marvin Ray Burns
Crandall, Richard. "Unified algorithms for polylogarithm, L-series, and zeta variants" (PDF). PSI Press. Archived from the original on April 30, 2013
MRB_constant
Ethnic group in Montenegro
(Gornjaci) and Piperi (Donjaci). The Lužani, were inhabitants of the upper Zeta valley, among whom common Albanian anthroponyms were also found. They
Albanians_in_Montenegro
Aleksa built the Kom Monastery in the period between 1415 and 1427, when Upper Zeta was held by the Crnojevići. On 10 March 1420 Venetians promised to appoint
Aleksa_Đurašević
and mudminnows) Family Salmonidae (salmons, trouts, and whitefishes) Salmo taleri (Karaman, 1933) (Nikšić Trout) Endemic to the upper Zeta River basin
List of endemic species of Montenegro
List_of_endemic_species_of_Montenegro
1150 battle of the Byzantine–Serbian wars
brother of Uroš II and Beloš, Desa, had by 1149 come to rule Travunia, Upper Zeta, and likely Zahumlje. Some historians (such as F. Šišić, Fine Jr., T.
Serbian_revolt_(1149–1150)
American professional fraternity for agriculture and natural resources
Alpha Zeta (ΑΖ) is a professional fraternity for students and industry professionals in agricultural and natural resources fields. It was founded in 1897
Alpha_Zeta_(professional)
Gaming tournament
and North America Stage 1 Challengers were all directly qualified to the upper bracket quarterfinals. Which of the two regions Latin America and Brazil
Valorant Masters Reykjavík 2022
Valorant_Masters_Reykjavík_2022
Mexican drug cartel
Mata Zetas (Zeta Killers) and we are against kidnapping and extortion, and we will fight them in all states for a cleaner Mexico. — Los Mata Zetas (Jalisco
Jalisco_New_Generation_Cartel
Lord of Zeta
power in Lower Zeta, which had previously been the lands of gospodin Žarko (fl. 1336 to 1360). Balša's people then turned for Upper Zeta, which was held
Balša_II
Species of moth
Apamea zeta is a moth of the family Noctuidae. It has a Holarctic distribution, and can be found throughout the Northern Hemisphere. It occurs throughout
Apamea_zeta
Mobile Suit Zeta Gundam is a Japanese science fiction anime television series that originally aired on Nagoya Broadcasting Network between March 2, 1985
List of Mobile Suit Zeta Gundam characters
List_of_Mobile_Suit_Zeta_Gundam_characters
First letter of the Latin alphabet
Maastrichtian Limburgish, Ulster Irish [æ] Danish, English, Russian, Valencian, Zeta–Raška Serbian [ɐ] Australian English, Bulgarian, Catalan (Barcelonan), Emilian
A
Reciprocating internal combustion engine
"Zeta" on a range of 1.6 L to 2.0 L multi-valve engines introduced in 1991 because Ford was threatened with legal action by Lancia who owned the Zeta trademark
Ford_Zetec_engine
Mexican drug lord
former drug lord and former leader of the criminal organization known as Los Zetas. Considered a violent, resentful and dangerous criminal, he was one of Mexico's
Miguel_Treviño_Morales
Measure for the damping of an oscillator
found from the logarithmic decrement by: ζ = δ 4 π 2 + δ 2 {\displaystyle \zeta ={\frac {\delta }{\sqrt {4\pi ^{2}+\delta ^{2}}}}} Thus logarithmic decrement
Logarithmic_decrement
Region in Kolašin, Montenegro
Upper Kolasin (South Slavic languages: Gornji Kolašin, Горњи Колашин), is a historic region in the present-day municipality of Kolašin in Montenegro.
Upper_Kolašin
Beg captured Grbalj and put Zeta under his effective military control, although it was still part of the Principality of Zeta governed by Stefan II Crnojević
Grbalj
American medical fraternity (1903–1929)
Chi Zeta Chi (ΧΖΧ) was an American medical fraternity that was established at the University of Georgia (now Medical College of Georgia) in 1903. It merged
Chi_Zeta_Chi
Mathematical conjecture on the Riemann zeta function
mathematician Ernst Leonard Lindelöf about the rate of growth of the Riemann zeta function on the critical line. This hypothesis is implied by the Riemann
Lindelöf_hypothesis
Brda (Piperi, Rovca, Bratonožići, Kuči, Bjelopavlići, Lijeva rijeka), Zeta (Upper and Lower), Skenderija, Malesija, Old Montenegro (Pješivci, Čevo, Cuce
Statistical regions of Montenegro
Statistical_regions_of_Montenegro
Identity in analytic number theory
derivative of the Riemann zeta function in terms of functions which are partial Dirichlet series respectively truncated at the upper bounds of U {\displaystyle
Vaughan's_identity
Extension of the factorial function
(z)=\zeta _{H}'(0,z)-\zeta '(0),} where ζ H {\displaystyle \zeta _{H}} is the Hurwitz zeta function, ζ {\displaystyle \zeta } is the Riemann zeta function
Gamma_function
Special mathematical function
Feynman diagrams. The polylogarithm function is equivalent to the Hurwitz zeta function — either function can be expressed in terms of the other — and both
Polylogarithm
Social class
The African-American upper class, sometimes referred to as the black upper class or black elite, is a social class that consists of African-American individuals
African-American_upper_class
Lambda Sorority, Inc. Zeta Kappa Chapter. Retrieved 2025-03-21. Chapter, Zeta Pi. "Zeta Pi Chapter". Iota Phi Lambda Sorority Zeta Pi Chapter. Retrieved
List of Iota Phi Lambda chapters
List_of_Iota_Phi_Lambda_chapters
Associative algebra used in combinatorics
z ∈ [ x , y ] 1 = # [ x , y ] . {\displaystyle \zeta ^{2}(x,y)=\sum _{z\in [x,y]}\zeta (x,z)\,\zeta (z,y)=\sum _{z\in [x,y]}1=\#[x,y].} Positive integers
Incidence_algebra
Disproved mathematical conjecture
for the reciprocal of the Riemann zeta function, 1 ζ ( s ) = ∑ n = 1 ∞ μ ( n ) n s , {\displaystyle {\frac {1}{\zeta (s)}}=\sum _{n=1}^{\infty }{\frac
Mertens_conjecture
Simpler variant of the Riemann zeta function
In mathematics, the Riemann xi function is a variant of the Riemann zeta function, and is defined so as to have a particularly simple functional equation
Riemann_xi_function
River in Montenegro
258 sq mi). In its upper flow the Morača is a fast mountain river. Just north of Podgorica it merges with its largest tributary, the Zeta, which it then cuts
Morača
Summatory function of the Möbius function
Riemann zeta function. Using the Euler product, one finds that 1 ζ ( s ) = ∏ p ( 1 − p − s ) = ∑ n = 1 ∞ μ ( n ) n s , {\displaystyle {\frac {1}{\zeta (s)}}=\prod
Mertens_function
On generating functions from counting points on algebraic varieties over finite fields
theory. The conjectures concern the generating functions (known as local zeta functions) derived from counting points on algebraic varieties over finite
Weil_conjectures
Exploring properties of the integers with complex analysis
results on prime numbers (involving the Prime Number Theorem and Riemann zeta function) and additive number theory (such as the Goldbach conjecture and
Analytic_number_theory
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